7.12.1.1 Odd positioned groups of 5 from 7.12.1: 200 40 5 20 8 9 60 90 100 60 20 600 40 60 90 7 90 5 9 100 600 80 3 60 9 40 60 9 90 20 9 40 1 200 100 200 90 10 1 10 20 5 90 5 9 90 10 1 9 100 5 20 600 40 1 5 100 1 9 1 3 5 600 80 3 100 9 40 5 90 90 60 200 90 9 100 60 200 90 10 90 5 40 100 60 80 60 9 90 1 5 3 5 9 1 60 9 7 90 60 5 70 60 100 5 600 100 5 5 40 80 1 300 1 9 40 60 40 1 70 30 1 90 1 40 60 4 60 30 60 60 200 100 60 90 8 7 5 9 90 7 40 3 600 40 80 1 10 200 80 5 40 5 100 60 1 9 5 90 100 1 90 100 7 5 20 30 60 9 90 9 1 100 60 200 600 200 30 9 40 8 7 90 5 100 30 600 40 7 2 9 1 100 60 200 1 9 4 60 8 9 5 8 40 5 200 40 100 9 100 80 70 60 200 90 10 1 9 60 70 70 9 100 60 40 100 60 200 100 60 20 1 90 8 7 5 300 60 40 4 7 20 9 10 30 200 100 60 40 10 200 90 1 40 100 80 400 9 5 80 9 60 9 300 1 60 9 100 1 90 60 20 1 90 1 3 40 600 90 1 5 80 9 1 200 3 5 9 10 1 200 40 100 5 90 10 80 1 100 7 60 2 7 8 7 200 90 60 400 20 5 9 4 7 600 7 100 7 40 1 9 400 60 40 10 600 10 1 100 7 90 8 1 9 1 70 60 100 600 40 80 5 600 40 10 90 2 200 100 5 4 5 40 1 70 1 100 60 100 60 5 9 1 200 100 1 100 60 90 60 200 5 9 90 70 200 10 1 100 1 80 60 200 90 9 10 1 70 5 10 200 100 600 70 80 5 5 40 80 7 5 8 1 200 30 100 60 40 7 3 20 9 1 40 10 5 60 80 100 7 5 9 60 7 3 70 60 20 200 5 100 600 60 400 20 9 60 40 60 40 40 5 9 400 60 100 5 4 5 90 70 9 90 7 30 60 30 5 40 60 2 2 1 40 90 5 40 600 40 60 600 40 5 9 70 60 9 90 60 70 90 100 9 40 1 5 1 70 60 20 9 40 2 1 80 7 9 7 90 60 20 5 3 60 30 80 9 90 100 60 3 1 80 60 100 8 60 40 60 40 600 10 1 40 1 1 8 7 30 5 1 200 100 60 200 200 2 7 30 1 5 90 100 5 9 90 1 200 100 60 7 1 200 100 60 200 90 1 30 7 9 10 1 9 100 9 600 5 10 5 60 200 90 9 40 90 600 40 100 1 1 80 1 2 2 4 5 9 7 90 60 20 5 90 600 60 10 80 9 8 60 7 3 5 30 5 40 1 200 100 40 1 8 5 20 60 100 600 40 4 20 200 90 600 200 4 5 5 9 70 1 2 2 1 40 1 200 100 60 9 1 100 60 90 100 60 9 7 90 600 40 100 60 40 20 40 60 40 400 80 20 5 3 60 200 100 600 70 1 40 1 200 80 600 8 5 7 3 5 30 100 9 3 1 80 5 70 60 9 7 4 5 70 5 80 5 10 80 1 6 60 40 100 5 90 600 8 7 100 600 5 60 70 9 20 100 9 60 200 4 20 5 9 1 20 20 60 40 8 60 3 9 40 5 100 600 40 200 4 600 9 500 1 100 60 9 80 1 90 1 100 9 100 60 200 20 5 3 600 40 5 9 30 9 1 1 9 30 1 100 4 9 10 1 9 100 60 200 200 30 5 90 8 5 10 10 80 9 8 5 60 20 1 60 90 60 1 9 30 1 5 300 7 30 1 70 9 100 1 100 30 600 40 100 60 20 200 90 5 40 90 100 60 40 2 1 40 100 60 40 60 200 40 300 80 600 90 1 90 70 10 5 40 9 40 80 600 8 7 100 90 100 80 1 100 100 60 200 7 3 90 70 1 80 1 100 5 90 100 60 200 40 5 9 90 9 100 600 80 9 7 3 1 3 60 100 60 40 60 20 90 70 5 9 80 5 10 4 200 90 1 200 100 60 40 8 7 10 1 40 20 1 30 200 4 9 40 7 40 10 50 1 40 100 5 1 40 60 40 5 8 600 40 5 70 40 5 70 9 100 1 20 7 90 1 1 9 10 1 20 40 100 7 4 5 100 60 200 10 1 70 5 100 7 90 5 30 70 80 60 200 100 60 200 5 50 1 40 1 200 60 40 100 5 90 2 1 90 9 20 9 60 200 4 1 9 5 30 70 100 5 90 5 9 90 5 20 1 2 60 1 20 1 30 60 100 200 70 100 60 7 40 10 5 300 200 100 60 200 10 5 40 5 70 1 200 100 600 5 50 40 1 200 100 60 20 1 30 200 4 40 5 4 200 90 60 40 100 1 9 1 200 100 60 200 7 3 1 3 60 40 5 9 90 100 80 600 90 1 9 60 30 5 40 60 80 60 40 1 40 40 10 200 80 7 60 40 60 30 1 600 40 1 100 60 3 3 1 80 5 40 1 1 80 7 1 200 80 60 40 10 1 9 5 20 90 5 9 90 100 5 3 60 30 5 20 3 60 8 1 10 7 8 5 20 40 90 100 1 200 100 5 90 4 5 4 9 5 30 5 100 60 100 1 9 1 200 100 60 200 40 100 5 90 10 9 40 1 70 20 100 60 80 7 8 100 60 200 70 80 200 4 9 5 30 40 100 60 100 1 1 30 60 200 5 90 10 1 9 5 9 30 1 100 9 60 200 5 2 1 7 80 60 40 10 7 30 5 40 60 60 200 40 1 200 5 9 10 1 9 10 1 40 5 70 90 10 5 300 1 100 60 200 100 7 1 40 1 200 100 80 1 30 30 5 100 60 90 5 90 90 60 200 90 60 5 200 90 100 600 1 9 600 40 100 1 200 80 60 200 200 40 1 200 100 7 90 100 1 9 4 5 50 9 600 9 90 5 50 5 600 40 60 9 4 70 60 80 5 200 9 5 2 20 1 200 40 1 200 100 60 200 40 100 5 5 300 1 20 1 40 10 1 9 20 5 90 60 10 1 40 100 60 40 40 9 5 40 100 80 30 5 80 1 9 4 60 30 600 40 90 5 1 200 100 9 60 90 5 9 60 200 10 1 100 1 70 60 100 60 80 60 200 60 30 5 10 1 9 60 5 80 5 9 90 6 60 40 100 5 100 600 40 3 80 5 600 40 10 1 2 200 100 5 80 3 60 40 1 20 90 600 90 5 40 40 60 200 4 200 90 600 90 1 9 9 20 5 200 90 20 5 90 100 9 1 100 600 40 200 60 200 90 100 1 1 9 70 9 90 30 5 40 1 200 70 60 9 8 5 60 40 8 5 60 90 8 600 40 200 40 5 9 8 5 100 60 40 5 9 60 100 9 8 5 9 200 9 60 90 100 60 10 1 9 100 1 9 60 9 200 80 600 8 5 200 100 600 600 40 60 40 1 200 100 5 5 10 100 7 90 10 60 100 60 5 100 60 5 70 40 100 7 40 3 600 80 1 90 5 70 5 80 9 4 40 1 100 7 40 40 5 2 60 7 7 90 60 200 90 5 3 1 20 7 7 20 9 7 20 90 1 2 1 400 60 200 100 5 90 30 60 200 8 5 40 1 100 9 30 100 5 20 9 70 5 90 4 5 100 9 5 90 100 600 60 200 90 1 40 5 3 60 40 60 1 40 300 600 40 60 90 10 1 9 90 4 80 1 30 5 50 1 200 100 20 1 2 600 40 60 40 70 20 7 60 50 60 200 90 80 9 8 5 9 30 600 5 70 60 1 200 100 60 40 60 9 70 60 9 40 1 300 5 90 40 5 9 5 80 7 20 9 1 90 1 200 100 60 40 Total: 119779 = 11 x 10889. 7.12.1.1.1 Even positioned groups of 5 from 7.12.1: 60 100 1 40 60 7 60 10 200 80 200 1 30 70 5 100 9 70 60 9 60 9 90 3 5 90 5 10 5 9 5 3 60 200 90 600 10 1 10 60 600 90 1 70 60 1 200 100 60 200 60 40 1 30 70 5 10 4 600 90 20 20 60 9 90 60 9 90 60 9 1 70 60 4 600 40 1 200 100 600 1 80 70 60 200 9 90 10 1 9 200 100 600 40 20 200 100 60 9 90 200 90 60 200 4 1 40 5 3 40 100 1 9 90 3 90 20 9 8 60 5 4 60 10 9 60 9 60 9 10 200 40 100 5 90 5 3 5 40 7 10 5 300 1 20 9 1 90 70 1 9 60 200 5 3 1 200 100 7 10 9 8 1 200 30 40 60 300 8 1 7 30 600 40 4 100 60 20 5 3 60 100 9 1 80 1 9 1 300 200 1 90 9 20 5 8 5 60 200 10 7 90 5 100 1 9 70 60 9 60 60 200 90 10 1 1 200 100 7 90 5 90 600 40 5 20 9 8 60 40 40 90 200 40 8 90 5 100 1 9 1 40 70 5 90 7 90 5 9 1 1 9 1 10 60 5 90 60 9 1 5 9 90 10 1 80 9 90 1 9 70 1 80 1 2 200 100 60 200 5 40 60 100 9 70 100 600 40 20 5 9 6 7 100 60 1 200 100 60 40 90 1 9 5 300 90 1 40 100 60 60 200 90 5 70 90 70 80 60 300 200 100 60 40 5 1 9 5 40 100 3 60 80 5 9 200 100 60 40 200 1 80 400 9 5 1 9 70 80 5 80 600 40 60 200 5 10 80 9 40 100 5 20 5 3 600 60 70 9 20 200 10 1 10 60 60 90 1 90 60 30 1 80 100 200 10 1 9 60 200 80 9 8 7 1 60 90 60 200 4 30 1 600 90 100 1 6 5 9 40 5 30 60 40 1 1 100 1 4 5 40 5 9 600 8 5 30 600 40 1 9 40 5 40 1 600 4 5 90 30 7 8 5 20 60 40 4 5 100 60 30 9 60 40 5 60 40 20 5 3 40 2 1 80 1 200 40 7 3 30 200 40 1 200 100 5 40 1 200 100 9 20 1 100 60 8 5 20 5 100 200 90 600 200 30 1 2 2 1 40 200 40 100 60 40 5 40 60 40 400 40 7 4 5 9 9 4 9 1 300 70 1 80 5 4 200 100 60 40 10 40 60 200 4 5 5 70 9 100 60 100 60 90 1 70 20 5 70 80 60 40 7 3 200 40 200 20 5 3 60 4 5 40 90 60 600 4 9 10 1 200 90 60 400 20 1 1 9 100 7 9 100 60 40 2 1 40 100 60 40 60 200 40 1 70 90 9 40 1 70 5 9 90 4 5 600 40 5 9 70 60 9 90 100 9 5 100 5 1 70 200 60 1 70 60 30 9 40 60 9 60 40 2 1 80 20 5 3 5 9 90 60 70 9 20 9 60 200 40 70 9 7 90 60 200 5 3 60 30 5 9 90 100 60 40 90 9 40 1 200 100 5 90 90 100 7 100 600 60 4 600 40 5 300 7 10 1 10 60 40 90 5 40 60 9 9 90 90 600 90 60 40 20 5 3 90 100 1 200 80 9 4 600 40 4 1 100 60 90 60 5 40 600 300 5 20 1 30 1 20 80 200 2 60 90 1 9 20 1 2 80 1 70 5 40 100 1 90 400 5 70 5 40 1 40 60 400 20 60 200 1 8 600 60 90 70 60 100 60 200 60 90 100 60 200 60 200 100 60 200 5 9 90 60 500 1 9 1 70 60 9 90 70 1 90 5 9 70 5 100 1 200 100 60 200 90 10 1 9 5 5 10 40 1 7 100 5 1 70 5 1 200 100 60 9 1 80 1 2 2 4 5 9 7 90 1 3 5 20 20 1 80 5 4 600 1 90 100 1 200 60 100 5 60 9 9 600 100 1 9 5 30 60 40 60 20 1 2 60 40 40 9 7 90 60 100 60 70 80 1 60 40 90 200 40 40 5 70 1 200 7 40 100 7 40 1 40 10 1 9 1 40 100 5 90 70 5 80 9 5 1 200 100 600 400 1 10 60 10 10 1 9 70 20 5 90 90 100 5 300 50 1 10 1 40 5 8 7 10 1 7 90 10 5 300 200 100 60 200 10 1 30 60 40 5 50 9 1 1 200 9 3 60 40 200 1 40 100 5 90 90 8 5 40 1 40 5 70 1 9 100 600 20 5 3 400 1 9 80 5 5 200 100 600 40 9 600 40 10 1 200 90 1 40 100 1 200 100 60 40 40 100 60 40 10 40 10 1 9 5 40 5 9 90 100 1 20 7 40 1 1 9 60 100 5 9 50 1 40 1 5 4 200 90 1 40 100 7 40 400 1 10 1 9 5 1 40 1 200 100 30 1 100 9 1 10 1 9 1 70 40 1 200 100 60 60 90 100 1 200 5 50 5 80 400 9 4 5 5 200 8 80 600 70 60 40 1 9 60 40 100 9 90 9 30 200 100 60 40 7 200 90 1 40 9 100 60 40 90 100 1 200 100 60 200 8 60 40 100 5 60 70 60 40 20 40 60 40 3 60 40 60 90 60 200 7 70 9 5 9 80 600 90 1 40 1 200 100 60 40 80 9 90 1 40 30 1 100 9 1 2 1 20 20 60 20 7 80 60 40 7 80 600 8 600 5 40 200 70 60 60 300 7 100 60 5 80 9 90 1 9 30 1 100 9 1 200 100 60 9 70 9 100 60 40 90 30 60 40 30 20 60 40 10 20 1 9 10 1 8 9 5 100 7 80 100 60 40 5 10 5 70 5 8 7 1 40 600 100 7 20 7 90 1 200 40 1 9 100 9 60 200 3 5 3 40 7 40 60 200 100 9 40 9 7 2 1 90 9 20 40 9 60 200 4 60 100 5 90 100 40 100 1 9 90 600 4 200 60 20 5 9 90 5 10 40 10 1 9 5 200 600 40 200 30 5 70 1 80 1 60 30 5 40 60 90 300 7 30 60 60 40 10 9 40 90 100 1 90 10 90 1 200 100 600 5 3 60 40 100 100 1 20 200 600 1 60 40 10 1 9 90 9 40 7 90 60 9 10 60 90 600 90 60 40 60 40 5 9 200 100 60 200 8 5 1 2 7 8 9 200 90 100 1 200 60 9 600 90 4 9 1 80 400 9 5 30 70 1 9 90 30 5 100 1 1 30 30 1 100 9 70 80 5 90 600 40 5 20 5 20 60 200 90 5 5 1 200 100 60 40 1 100 1 9 5 9 2 1 90 9 90 80 1 7 10 1 100 1 2 40 1 70 60 100 200 80 60 200 10 100 5 200 90 60 100 60 200 70 5 40 5 70 9 100 40 80 200 90 1 40 1 200 100 60 20 5 9 1 200 70 5 3 1 80 60 200 5 9 30 100 60 4 1 200 60 9 20 7 90 90 200 90 100 1 40 100 5 90 1 5 9 4 9 6 600 1 70 60 4 90 600 80 1 90 90 5 3 5 40 9 70 1 90 1 7 40 5 600 90 40 1 100 7 90 5 100 7 40 5 600 80 1 40 1 90 5 40 60 9 300 600 40 7 30 20 5 3 600 40 9 20 1 30 1 8 1 40 9 100 100 9 8 5 5 5 30 60 200 9 5 5 3 10 1 5 90 100 9 40 600 40 5 10 5 100 600 40 1 10 100 5 90 5 20 100 9 7 20 9 5 9 60 200 100 5 200 8 5 600 600 40 5 9 90 600 40 10 1 9 90 70 60 3 3 90 1 90 100 5 10 1 9 70 5 90 10 1 20 1 100 9 6 5 40 60 9 4 5 20 5 20 5 3 60 9 4 600 30 5 400 5 100 1 9 90 600 90 600 40 Total: 118844 = 2 x 2 x 11 x 37 x 73. 7.12.1.1.2 Odd positioned groups of 12 from 7.12.1: 10 200 80 9 60 90 100 60 200 1 30 70 90 5 9 100 60 9 90 3 5 600 80 3 5 3 60 200 90 9 40 1 200 100 600 10 60 20 5 90 5 9 1 200 100 60 200 90 40 1 5 10 4 600 90 5 100 1 9 1 90 60 9 100 9 40 5 90 1 70 60 4 60 200 90 10 1 80 70 60 200 90 5 40 200 100 600 40 20 5 3 5 9 1 200 100 4 5 70 60 100 5 1 40 5 3 40 600 1 9 90 20 9 8 60 40 60 40 1 70 60 9 10 60 4 60 30 60 200 40 100 5 7 5 9 90 10 5 300 1 20 7 40 3 9 60 200 5 3 5 40 5 100 60 1 200 30 1 90 100 7 5 40 60 300 8 1 20 60 200 100 60 20 5 3 600 200 30 9 40 1 300 200 30 600 40 7 2 1 90 9 20 9 4 60 8 7 90 5 100 1 9 5 8 60 200 90 10 1 80 70 60 200 90 1 200 5 70 9 100 60 40 20 9 8 60 40 100 8 7 90 5 100 1 9 5 300 60 40 4 5 9 1 200 100 60 40 10 1 9 1 10 400 9 5 80 5 9 90 10 1 9 60 9 70 1 80 1 2 60 20 1 90 1 200 100 70 5 80 9 1 200 100 600 40 20 5 3 5 90 1 200 100 60 40 10 80 1 100 7 40 100 60 200 90 60 400 20 60 200 90 5 100 7 40 1 200 100 60 40 5 9 400 60 3 60 80 5 9 90 8 1 9 1 200 100 5 80 5 600 40 10 1 9 70 80 5 90 1 70 5 10 80 9 40 1 100 60 100 60 70 9 20 1 100 60 90 60 200 10 1 10 10 1 100 1 30 1 80 100 200 80 60 200 80 9 8 7 1 200 100 600 70 80 60 90 100 5 8 1 200 30 1 6 5 9 40 100 40 10 1 100 1 4 5 5 60 80 100 7 600 40 1 70 60 20 200 5 9 40 5 40 60 40 60 40 7 8 5 20 60 40 5 9 30 9 60 40 5 70 9 90 7 30 60 40 1 2 2 1 40 90 200 40 7 3 30 5 9 70 5 40 1 200 100 60 9 90 60 70 20 5 100 5 1 70 60 20 200 90 600 200 9 7 90 60 200 40 100 60 40 20 5 3 40 7 4 5 9 3 1 80 60 100 9 4 4 600 10 1 40 1 200 100 60 40 10 1 60 200 5 70 9 100 60 200 2 7 30 1 70 80 60 90 1 200 100 60 40 7 3 200 90 1 30 7 4 5 40 90 60 9 10 1 200 90 60 400 20 60 200 90 9 40 1 1 2 1 80 1 2 2 1 40 100 60 40 4 90 600 90 9 40 1 70 60 10 80 9 8 5 9 70 5 40 1 200 100 60 9 90 100 100 600 40 4 200 60 1 70 60 20 200 90 60 40 2 1 80 1 2 2 1 40 20 5 20 1 100 60 90 100 9 60 200 40 70 60 40 20 5 3 60 30 5 40 60 40 400 80 40 1 200 100 600 70 1 40 100 5 90 90 7 3 5 30 600 40 5 300 7 100 9 3 90 5 40 60 9 4 5 70 5 80 9 90 3 60 40 100 5 90 90 100 1 200 80 600 9 20 1 100 60 90 60 100 9 60 200 4 30 1 20 20 60 40 8 60 80 200 2 60 40 200 4 600 80 1 70 5 40 9 500 1 70 5 40 1 40 100 9 100 60 200 60 400 90 5 9 30 9 1 70 60 100 60 200 1 1 9 60 200 100 60 200 100 60 200 200 30 1 70 60 10 80 9 8 5 9 90 70 1 1 9 30 1 1 200 100 60 200 5 300 7 5 10 40 1 7 30 600 40 100 60 100 5 9 90 100 60 40 2 1 80 1 2 2 1 300 80 1 3 5 20 20 600 90 1 90 70 100 1 200 80 600 8 7 100 60 100 5 60 60 200 7 3 5 30 60 40 60 90 70 1 40 9 7 90 60 200 40 5 9 90 100 60 40 7 3 1 3 60 40 5 70 1 200 100 9 80 1 40 10 1 9 5 10 4 200 90 80 9 5 8 7 10 1 40 1 200 100 600 40 7 40 10 1 9 70 20 5 50 1 40 50 1 10 1 40 8 600 40 5 70 5 8 300 1 20 7 90 1 200 100 60 200 10 1 4 5 50 9 1 1 200 100 60 200 10 1 100 5 90 5 30 70 80 60 90 8 5 40 1 40 1 200 100 600 20 5 3 60 40 100 5 200 100 600 40 9 60 200 4 1 9 600 100 5 90 5 9 90 1 200 100 60 40 5 30 60 40 10 1 9 5 100 200 70 100 60 7 40 1 200 100 60 200 10 1 9 60 100 100 600 5 50 5 4 200 90 1 40 1 200 1 10 1 9 5 40 5 4 200 90 1 40 1 1 200 100 60 200 10 1 9 1 70 7 90 100 60 90 100 1 200 80 600 90 1 9 5 5 200 80 60 40 1 40 8 80 600 70 40 60 30 1 100 9 90 9 30 600 40 1 200 90 1 40 9 40 1 1 80 7 100 60 200 10 1 9 5 20 8 60 40 100 5 90 30 5 40 60 40 3 60 20 3 60 8 1 9 5 9 40 90 100 1 200 80 600 90 1 9 5 30 5 80 9 90 1 40 100 60 100 2 1 20 20 60 40 100 5 90 10 20 7 600 100 60 80 7 8 5 40 200 70 60 100 5 30 5 80 9 90 1 40 100 60 100 1 100 60 9 90 10 1 9 5 70 9 100 60 200 5 2 1 20 60 40 10 20 7 80 60 9 5 100 7 80 60 200 40 1 200 100 60 7 10 1 40 5 70 1 40 600 100 7 90 100 7 40 1 9 100 9 1 40 1 200 100 40 60 200 100 60 90 5 90 100 9 40 9 200 90 100 600 40 9 60 200 4 1 9 600 40 100 1 9 90 200 40 1 200 100 600 4 10 4 5 50 9 600 40 10 1 9 5 9 9 4 5 70 1 80 1 70 60 80 5 200 7 30 60 200 40 1 200 100 60 40 10 9 300 1 20 1 90 1 200 100 600 40 10 1 100 1 20 200 600 40 100 60 40 40 1 60 7 30 5 80 1 9 90 60 9 10 60 4 200 100 60 40 5 9 200 9 60 90 5 9 7 8 9 1 70 60 100 60 200 90 100 1 10 1 9 60 9 1 80 400 9 5 80 5 90 30 5 100 1 100 600 40 3 80 1 30 90 2 200 100 5 80 600 40 5 20 5 3 5 40 5 1 200 100 60 40 60 200 4 200 2 1 90 9 20 5 200 90 9 90 80 1 100 600 40 200 40 1 70 60 100 60 200 90 100 5 200 90 60 30 5 40 1 200 100 60 100 60 40 8 5 60 40 80 200 90 1 90 8 5 20 5 9 1 200 100 60 40 5 9 5 9 30 9 200 9 60 90 100 60 4 1 1 9 60 9 90 200 90 100 1 200 80 600 5 9 4 9 6 60 40 1 200 100 600 1 90 90 10 60 100 60 90 5 3 5 40 5 40 3 7 40 5 600 90 600 80 1 90 5 7 40 5 40 1 100 7 40 600 80 1 40 90 60 200 90 300 600 40 7 30 5 3 1 9 20 1 30 1 90 1 2 1 400 8 1 5 30 60 200 8 5 5 30 60 200 9 40 9 70 5 90 100 9 40 5 90 4 5 100 40 1 10 60 200 90 1 40 100 5 90 5 40 300 600 40 5 9 60 200 100 60 90 10 600 40 5 9 90 5 50 1 200 100 600 40 3 60 40 70 20 7 90 1 90 100 5 60 5 9 90 10 1 20 1 30 600 5 70 60 4 5 20 60 9 70 60 9 5 20 5 3 5 9 5 80 400 5 100 1 9 7 20 9 Total: 119977 = 11 x 13 x 839. 7.12.1.1.2.1 Even positioned groups of 12 from 7.12.1: 60 100 1 40 60 200 40 5 20 8 7 60 5 20 600 40 60 90 100 9 70 60 9 7 60 9 90 5 10 5 9 40 60 9 90 20 1 10 60 200 90 10 1 10 600 90 1 70 10 1 9 100 60 40 1 30 70 5 20 600 20 20 60 9 90 3 5 600 80 3 60 9 600 90 60 200 90 9 40 1 200 100 600 100 100 60 9 90 10 1 9 80 60 9 90 1 60 9 90 60 9 7 90 60 200 90 60 200 100 5 5 40 100 1 9 90 3 80 1 300 5 4 60 10 9 30 1 90 1 40 60 9 90 60 200 100 60 90 5 3 5 40 7 8 600 40 9 1 90 70 1 80 1 10 200 80 100 7 10 1 9 5 90 100 9 8 1 200 30 60 9 90 7 30 600 40 4 9 1 100 60 100 9 1 80 8 7 90 5 100 1 9 5 9 1 100 60 200 8 5 60 200 10 1 40 5 9 70 60 9 60 200 40 100 9 100 100 7 90 10 1 9 60 70 5 90 600 40 60 200 100 60 40 90 200 40 8 20 1 90 1 40 70 5 90 7 20 9 10 30 7 90 60 200 90 1 40 100 5 90 60 9 1 80 300 1 80 9 90 1 9 60 9 100 1 90 60 200 5 3 40 600 90 1 40 60 100 9 5 9 10 1 9 6 7 100 60 200 40 100 90 1 9 5 300 60 2 7 8 7 90 1 70 5 9 4 7 600 90 70 80 60 300 7 40 10 1 9 5 40 100 600 10 1 100 7 60 40 200 70 60 100 600 40 1 80 400 9 2 200 100 5 80 600 40 60 200 4 5 40 100 5 20 5 3 5 9 1 200 100 600 60 60 200 5 9 90 70 60 90 1 90 60 200 90 9 10 1 9 60 200 10 1 70 5 10 60 200 4 5 5 40 80 7 30 1 600 90 60 40 7 3 5 30 60 40 1 20 9 1 40 5 9 600 8 5 9 60 7 3 5 30 1 100 600 60 400 20 600 4 5 90 30 9 400 60 40 4 5 100 60 100 5 4 5 90 20 5 3 60 30 5 40 60 40 2 1 80 40 600 40 60 200 40 1 200 100 600 40 5 9 20 1 100 60 90 100 9 40 1 8 5 30 9 40 2 1 80 1 2 2 1 40 7 60 30 5 40 60 40 400 80 9 90 100 60 9 1 300 8 60 40 60 40 70 1 80 5 8 7 30 5 40 60 200 4 5 1 200 100 100 60 90 1 70 5 90 100 5 9 20 5 40 7 1 200 100 60 200 20 5 3 60 200 9 100 600 4 9 10 1 9 600 5 10 5 9 100 7 90 600 40 100 1 9 100 60 40 5 9 7 90 60 200 40 1 70 60 20 5 5 9 90 4 5 60 7 3 5 30 600 40 9 40 1 8 5 20 5 100 5 1 70 60 600 200 30 9 40 60 9 4 5 5 9 70 3 5 9 1 200 100 60 9 90 60 70 9 9 7 90 600 9 7 90 60 200 40 100 60 9 90 100 60 40 20 5 3 60 200 90 9 100 1 200 80 600 8 7 100 600 60 4 5 1 80 10 1 10 60 40 5 70 60 9 7 90 600 90 5 10 80 1 6 60 40 20 5 8 7 100 600 9 4 600 40 4 5 60 70 5 40 600 300 5 20 5 9 1 20 20 1 90 3 9 40 5 100 1 9 20 1 2 600 100 60 100 1 90 400 5 9 80 1 90 1 20 60 200 20 5 3 600 40 1 8 600 60 9 30 1 100 60 90 100 60 200 4 9 10 5 9 90 60 500 5 90 8 5 10 1 9 90 60 20 1 60 90 5 9 70 5 100 60 30 1 90 10 1 9 5 70 9 100 1 100 1 70 5 20 200 90 5 40 1 200 100 60 40 100 60 40 4 5 9 7 90 60 200 40 1 80 5 4 600 10 5 40 9 40 1 90 9 90 100 80 1 100 9 600 100 1 9 100 80 1 20 1 2 60 40 100 5 90 100 60 70 80 1 9 100 600 80 9 60 40 90 200 60 40 60 20 7 40 100 7 40 90 70 5 1 40 100 5 90 1 200 100 60 40 70 5 400 20 1 30 200 4 1 10 60 10 10 9 100 5 90 90 100 5 300 1 40 60 40 5 7 10 1 40 5 70 9 100 7 90 10 5 9 10 1 20 1 30 60 40 5 40 100 7 9 3 60 40 200 70 5 100 7 90 1 40 1 200 100 60 200 5 40 5 70 1 9 50 5 90 400 1 9 80 5 2 1 90 9 20 40 10 1 9 5 30 70 100 200 90 1 40 20 1 2 60 40 100 60 40 10 1 20 1 40 5 9 90 100 7 40 10 5 300 1 20 5 5 40 5 70 1 9 50 1 40 1 200 100 60 40 100 7 40 400 20 1 30 200 4 1 200 100 60 40 100 1 9 30 1 100 9 3 1 3 60 40 1 200 100 60 40 5 9 5 50 5 80 400 60 30 5 40 60 9 4 60 40 10 200 80 7 40 1 9 60 40 60 100 60 200 100 60 40 7 3 3 1 80 5 40 90 100 1 200 80 60 40 1 200 100 60 5 9 90 100 60 70 60 40 20 5 3 60 40 60 90 60 200 10 7 8 5 20 7 70 40 100 5 90 4 5 1 200 100 60 40 4 1 9 30 1 100 9 1 1 200 100 60 200 80 60 40 9 40 1 70 20 7 80 600 8 60 200 70 80 60 300 7 100 60 200 4 9 9 30 1 100 9 1 30 60 200 5 1 200 40 9 30 1 100 9 90 30 60 40 30 60 40 10 1 9 10 1 8 7 30 5 40 60 40 5 10 5 9 10 1 9 5 70 5 8 10 5 300 1 20 7 90 1 200 100 60 200 60 200 3 5 3 80 1 30 30 5 40 7 7 90 60 200 90 60 2 1 90 9 20 5 40 100 60 100 5 90 100 1 200 80 60 200 200 60 20 7 90 100 1 9 5 9 90 5 90 5 50 5 200 600 40 200 30 600 40 60 60 30 5 40 60 9 5 2 20 1 90 300 40 60 200 40 100 5 90 100 1 90 10 5 9 20 5 3 60 40 100 5 90 60 10 1 40 10 1 9 5 40 100 80 9 90 9 40 60 30 600 40 90 600 90 60 40 90 5 1 100 60 200 8 5 60 200 10 1 100 1 2 200 80 60 200 60 30 60 9 600 90 4 5 9 90 5 30 70 1 9 6 60 40 100 5 30 1 100 5 600 40 10 1 9 70 80 5 60 40 1 20 20 60 200 90 5 90 600 90 40 1 100 1 9 90 600 90 1 9 5 9 7 20 5 90 100 9 10 1 100 1 2 1 100 1 200 80 60 200 10 1 9 70 9 90 200 70 5 70 60 9 8 5 40 5 70 9 8 600 40 200 40 1 200 100 60 40 5 9 70 5 3 1 80 60 100 9 8 5 60 200 200 100 60 10 1 9 60 9 20 7 90 100 8 5 40 100 5 90 1 200 100 600 600 40 70 60 4 5 5 10 100 7 90 600 80 1 100 60 5 70 9 70 1 90 1 40 100 7 40 1 100 7 90 70 5 80 9 4 5 100 1 40 5 2 60 7 90 5 40 60 9 7 20 7 20 5 3 600 40 7 20 9 7 20 40 9 100 60 200 100 5 90 100 9 8 5 1 100 9 30 5 5 3 10 1 100 5 20 600 40 5 10 5 9 5 90 100 600 100 600 20 5 3 60 40 60 100 9 7 20 9 1 1 9 5 200 8 5 600 90 4 80 1 30 10 1 9 20 1 2 600 40 90 70 60 3 50 60 200 90 10 1 9 70 5 80 9 8 100 9 6 5 40 1 200 100 60 40 60 9 60 40 1 300 5 90 9 4 600 30 5 40 1 90 90 600 90 600 40 1 200 100 60 40 Total: 118646 = 2 x 11 x 5393. 7.12.1.1.2.2 Odd positioned groups of 15 from 7.12.1: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 100 9 70 60 9 7 90 5 9 100 60 9 90 3 5 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 1 200 100 60 200 90 10 1 9 100 60 40 1 30 70 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 40 1 200 100 600 100 60 200 90 10 1 80 70 60 200 200 100 600 40 20 5 3 5 9 1 200 100 60 9 90 1 40 5 3 40 600 100 5 5 40 100 1 9 90 3 5 4 60 10 9 30 1 90 1 40 60 9 60 9 10 5 3 5 40 7 8 7 5 9 90 10 5 300 1 20 9 60 200 5 3 5 40 5 100 60 1 200 100 7 10 40 60 300 8 1 20 30 60 9 90 7 30 600 40 4 60 100 9 1 80 8 7 90 5 100 1 9 1 300 200 8 5 60 200 10 1 9 4 60 8 7 90 5 100 1 60 200 90 10 1 80 70 60 200 90 1 200 100 7 90 20 9 8 60 40 100 60 200 100 60 40 90 200 40 8 1 40 70 5 90 7 20 9 10 30 7 90 5 9 1 5 90 60 9 1 80 400 9 5 80 5 9 90 10 1 70 1 80 1 2 60 20 1 90 1 200 100 60 200 5 100 600 40 20 5 3 5 9 10 1 9 6 7 100 60 90 1 9 5 300 60 2 7 8 7 90 1 40 100 60 90 70 80 60 300 7 100 7 40 1 200 100 60 40 5 3 60 80 5 9 90 8 1 9 1 200 100 60 40 200 1 9 70 80 5 90 2 200 100 5 80 600 40 60 200 100 5 20 5 3 5 9 1 200 100 600 60 70 9 20 60 90 1 90 60 200 10 1 100 1 30 1 80 100 200 80 9 8 7 1 200 100 600 70 80 60 90 60 200 4 1 6 5 9 40 100 60 40 7 3 5 30 60 40 1 40 5 9 600 8 5 9 60 7 3 5 30 600 40 1 600 4 5 90 30 9 60 40 60 40 7 8 5 20 60 30 9 60 40 5 70 9 90 7 30 60 40 20 5 3 200 40 7 3 30 5 40 600 40 60 200 40 1 200 100 9 20 1 100 60 90 100 9 40 1 8 5 20 5 100 1 2 2 1 40 7 9 7 90 60 200 40 100 60 40 40 7 4 5 9 3 1 80 60 100 9 4 9 1 300 200 100 60 40 10 1 8 7 30 5 40 60 200 4 5 100 60 90 1 70 5 90 100 5 9 20 5 70 80 60 200 20 5 3 60 200 90 1 30 7 4 5 40 90 60 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 1 40 100 60 40 4 5 9 7 90 60 200 40 1 70 5 9 90 4 5 60 7 3 5 30 600 40 5 9 70 5 100 5 1 70 60 100 600 40 4 200 60 1 70 60 60 40 2 1 80 1 2 2 1 40 20 5 3 5 9 9 60 200 40 70 60 9 7 90 600 9 7 90 60 200 9 90 100 60 40 20 5 3 60 200 90 9 40 1 200 7 100 600 60 4 5 7 3 5 30 600 40 5 300 7 90 5 40 60 9 4 5 70 5 80 9 90 90 600 90 90 100 1 200 80 600 8 7 100 600 9 4 600 40 4 5 40 600 300 5 20 5 9 1 20 20 1 30 1 20 1 9 20 1 2 600 40 200 4 600 80 1 70 5 40 70 5 40 1 40 100 9 100 60 200 60 400 20 60 200 70 60 100 60 200 1 9 30 1 100 60 90 100 60 200 5 9 90 60 500 5 90 8 5 10 1 9 1 70 60 5 9 70 5 100 60 1 9 30 1 1 200 100 60 200 5 10 40 1 7 30 600 40 100 60 100 5 1 70 5 1 80 1 2 2 1 40 100 60 40 4 5 9 7 90 1 80 5 4 600 10 5 40 9 40 1 90 100 1 200 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 1 40 100 5 90 1 200 100 60 40 70 5 80 9 5 1 10 60 10 10 9 40 7 40 10 1 9 70 20 5 50 1 10 1 40 8 600 40 5 70 5 8 7 10 1 200 100 60 200 10 1 9 10 1 20 1 30 60 40 5 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 1 200 100 60 40 5 20 1 2 60 40 100 60 40 10 40 5 9 90 100 7 40 10 5 300 1 20 7 40 1 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 1 10 1 9 5 40 5 4 200 90 1 40 1 200 100 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 5 50 5 80 400 60 30 5 40 60 9 4 5 5 200 40 1 9 60 40 60 40 60 30 1 100 9 90 9 30 200 90 1 40 9 40 1 1 80 7 100 60 40 90 100 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 5 40 200 70 60 100 60 200 70 80 60 300 7 100 60 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 9 5 100 7 80 60 200 40 1 200 100 60 40 5 10 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 60 200 3 5 3 80 1 30 30 5 40 7 40 60 200 2 1 90 9 20 5 200 90 100 600 40 9 60 200 4 40 100 1 9 90 200 40 1 200 100 600 4 200 60 20 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 90 60 9 10 60 4 60 30 600 40 90 600 90 60 40 100 60 200 8 5 60 200 10 1 100 1 2 7 8 9 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 40 1 100 1 9 90 600 90 1 9 5 9 2 1 90 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 100 5 200 90 60 30 5 40 1 200 100 60 200 70 5 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 60 9 20 7 90 100 1 9 60 9 90 200 90 100 1 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 90 5 3 5 40 5 100 60 5 70 9 70 1 90 1 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 9 20 1 30 1 90 1 2 1 400 8 1 40 9 100 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 600 40 5 10 5 9 5 90 100 600 100 600 40 1 10 100 9 7 20 9 1 40 300 600 40 5 9 60 200 100 600 40 5 9 90 5 50 1 200 100 600 40 10 1 9 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 Total: 117887 = 7 x 11 x 1531. 7.12.1.1.2.2.1 Even positioned groups of 15 from 7.12.1: 9 60 90 100 60 200 1 30 70 5 20 600 40 60 90 600 80 3 60 9 90 5 10 5 9 40 60 9 90 20 200 90 10 1 10 600 90 1 70 60 20 5 90 5 9 5 20 600 40 1 5 10 4 600 90 5 100 1 9 1 100 9 40 5 90 1 70 60 4 600 90 60 200 90 9 90 5 40 100 60 9 90 10 1 9 80 60 9 90 1 60 9 7 90 60 200 90 60 200 4 5 70 60 100 5 80 1 300 1 9 90 20 9 8 60 40 60 40 1 70 60 4 60 30 60 200 40 100 5 90 60 200 100 60 90 7 40 3 600 40 9 1 90 70 1 80 1 10 200 80 1 9 5 90 100 9 8 1 200 30 1 90 100 7 5 9 1 100 60 200 100 60 20 5 3 600 200 30 9 40 30 600 40 7 2 1 90 9 20 5 9 1 100 60 200 9 5 8 40 5 9 70 60 9 60 200 40 100 9 100 10 1 9 60 70 5 90 600 40 5 70 9 100 60 40 20 1 90 8 7 90 5 100 1 9 5 300 60 40 4 200 100 60 40 10 1 9 1 10 60 200 90 1 40 100 9 60 9 300 1 80 9 90 1 9 60 9 100 1 90 3 40 600 90 1 40 60 100 9 70 5 80 9 1 200 200 40 100 5 90 1 200 100 60 40 10 80 1 100 7 200 90 60 400 20 60 200 90 5 70 5 9 4 7 600 9 400 60 40 10 1 9 5 40 100 600 10 1 100 7 70 60 100 600 40 1 80 400 9 5 80 5 600 40 10 4 5 40 1 70 5 10 80 9 40 1 100 60 100 60 1 100 60 90 60 200 10 1 10 60 200 5 9 90 70 80 60 200 90 9 10 1 9 60 200 10 1 70 5 10 5 5 40 80 7 30 1 600 90 100 5 8 1 200 30 20 9 1 40 10 1 100 1 4 5 5 60 80 100 7 70 60 20 200 5 9 40 5 40 1 100 600 60 400 20 40 5 9 400 60 40 4 5 100 60 100 5 4 5 90 60 30 5 40 60 40 2 1 80 1 2 2 1 40 90 600 40 5 9 70 5 40 1 200 100 60 9 90 60 70 5 1 70 60 20 200 90 600 200 30 9 40 2 1 80 20 5 3 60 30 5 40 60 40 400 80 9 90 100 60 8 60 40 60 40 70 1 80 5 4 600 10 1 40 1 1 200 100 60 200 5 70 9 100 60 200 2 7 30 1 90 1 200 100 60 40 7 3 200 40 7 1 200 100 60 9 10 1 9 100 600 4 9 10 1 9 600 5 10 5 90 600 40 100 1 9 100 60 40 2 1 80 1 2 2 60 20 5 90 600 90 9 40 1 70 60 10 80 9 8 5 40 1 200 100 60 9 90 100 9 40 1 8 5 20 20 200 90 600 200 30 9 40 60 9 4 5 5 9 70 1 200 100 60 9 90 60 70 9 20 1 100 60 90 100 40 100 60 40 20 5 3 60 30 5 40 60 40 400 80 100 600 70 1 40 100 5 90 90 100 1 200 80 600 8 100 9 3 1 80 10 1 10 60 40 5 70 60 9 7 5 10 80 1 6 60 40 20 5 3 60 40 100 5 90 5 60 70 9 20 1 100 60 90 60 100 9 60 200 4 20 60 40 8 60 80 200 2 60 90 3 9 40 5 100 9 500 1 100 60 100 1 90 400 5 9 80 1 90 1 20 5 3 600 40 1 8 600 60 90 5 9 30 9 1 4 9 10 1 9 60 200 100 60 200 100 60 200 200 30 10 80 9 8 5 9 90 70 1 90 60 20 1 60 90 5 300 7 30 1 90 10 1 9 5 70 9 100 1 100 20 200 90 5 40 1 200 100 60 9 90 100 60 40 2 60 200 40 300 80 1 3 5 20 20 600 90 1 90 70 80 600 8 7 100 60 100 5 60 9 90 100 80 1 100 90 70 1 80 1 20 1 2 60 40 100 5 90 100 60 9 100 600 80 9 60 40 90 200 40 7 3 1 3 60 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 8 7 10 1 40 1 200 100 600 400 20 1 30 200 4 50 1 40 100 5 90 90 100 5 300 1 40 60 40 5 40 5 70 9 100 7 90 10 5 300 1 20 7 90 1 40 100 7 4 5 50 9 1 1 200 100 60 200 10 1 5 30 70 80 60 90 8 5 40 1 200 100 60 200 5 60 40 100 5 90 400 1 9 80 5 2 1 90 9 20 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 20 1 30 60 40 10 1 9 5 100 200 70 100 60 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 40 1 200 100 60 40 100 7 40 400 20 1 30 200 4 60 40 100 1 9 30 1 100 9 1 1 200 100 60 200 40 5 9 90 100 60 90 100 1 200 80 600 90 1 9 80 60 40 1 40 8 80 600 70 60 40 10 200 80 7 600 40 1 100 60 200 100 60 40 7 3 3 1 80 5 1 200 80 60 40 1 200 100 60 200 10 1 9 5 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 9 40 1 70 20 7 80 600 8 600 100 60 80 7 8 200 4 9 5 30 5 80 9 90 1 40 100 60 100 1 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 5 9 10 1 9 5 70 5 8 7 10 1 40 5 70 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 100 60 90 5 90 100 9 40 9 7 90 60 200 90 60 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 7 90 100 1 9 5 9 90 5 10 4 5 50 9 600 600 40 60 9 4 5 70 1 80 1 70 60 80 5 200 200 40 1 200 100 60 40 10 9 40 60 200 40 100 5 40 10 1 9 20 5 3 60 40 100 5 90 60 10 1 9 5 40 100 80 9 90 9 40 7 30 5 80 1 9 90 5 1 200 100 60 40 5 9 200 9 60 90 5 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 5 80 5 9 90 5 30 70 1 9 6 60 40 100 5 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 9 20 5 200 90 9 90 80 1 7 20 5 90 100 9 60 200 90 100 1 200 80 60 200 10 1 9 70 9 90 70 60 9 8 5 40 5 70 9 100 60 40 8 5 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 9 200 9 60 90 100 60 4 1 200 100 60 10 1 9 200 80 600 8 5 40 100 5 90 1 200 100 600 600 40 5 5 10 100 7 90 600 80 1 90 90 10 60 100 60 40 100 7 40 3 7 40 5 600 90 600 80 1 90 5 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 60 200 90 1 40 100 5 90 5 20 5 3 60 40 60 60 90 10 1 9 5 200 8 5 600 90 4 80 1 30 20 1 2 600 40 90 70 60 3 3 60 40 70 20 7 80 9 8 5 9 90 10 1 20 1 30 600 5 70 60 60 9 70 60 9 5 20 5 3 60 40 1 300 5 90 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 120736 = 2 x 2 x 2 x 2 x 2 x 7 x 7 x 7 x 11. SF: 42 = 2 x 3 x 7. 7.12.1.1.2.2.1.1 Odd positioned groups of 190 from 7.12.1: 200 100 60 9 90 60 9 7 90 60 200 90 60 200 4 5 70 60 100 5 1 40 5 3 40 600 100 5 5 40 100 1 9 90 3 80 1 300 1 9 90 20 9 8 60 40 60 40 1 70 5 4 60 10 9 30 1 90 1 40 60 9 60 9 10 60 4 60 30 60 200 40 100 5 90 60 200 100 60 90 5 3 5 40 7 8 7 5 9 90 10 5 300 1 20 7 40 3 600 40 9 1 90 70 1 80 1 10 200 80 9 60 200 5 3 5 40 5 100 60 1 200 100 7 10 1 9 5 90 100 9 8 1 200 30 1 90 100 7 5 40 60 300 8 1 20 30 60 9 90 7 30 600 40 4 9 1 100 60 200 100 60 20 5 3 600 200 30 9 40 60 100 9 1 80 8 7 90 5 100 1 9 1 300 200 30 600 40 7 2 100 600 40 20 5 3 5 9 10 1 9 6 7 100 60 200 40 100 5 90 1 200 100 60 40 10 80 1 100 7 90 1 9 5 300 60 2 7 8 7 90 1 40 100 60 200 90 60 400 20 60 200 90 5 70 5 9 4 7 600 90 70 80 60 300 7 100 7 40 1 200 100 60 40 5 9 400 60 40 10 1 9 5 40 100 600 10 1 100 7 3 60 80 5 9 90 8 1 9 1 200 100 60 40 200 70 60 100 600 40 1 80 400 9 5 80 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 600 40 60 200 4 5 40 1 70 5 10 80 9 40 1 100 60 100 60 100 5 20 5 3 5 9 1 200 100 600 60 70 9 20 1 100 60 90 60 200 10 1 10 60 200 5 9 90 70 60 90 1 90 60 200 10 1 100 1 5 40 1 200 100 60 9 90 60 70 9 20 1 100 60 90 100 9 40 1 8 5 20 5 100 5 1 70 60 20 200 90 600 200 30 9 40 2 1 80 1 2 2 1 40 7 9 7 90 60 200 40 100 60 40 20 5 3 60 30 5 40 60 40 400 80 9 90 100 60 40 7 4 5 9 3 1 80 60 100 9 4 9 1 300 8 60 40 60 40 70 1 80 5 4 600 10 1 40 1 200 100 60 40 10 1 8 7 30 5 40 60 200 4 5 1 200 100 60 200 5 70 9 100 60 200 2 7 30 1 100 60 90 1 70 5 90 100 5 9 20 5 70 80 60 90 1 200 100 60 40 7 3 200 40 7 1 200 100 60 200 20 5 3 60 200 90 1 30 7 4 5 40 90 60 9 10 1 9 100 600 4 9 10 1 9 600 5 10 5 90 9 40 1 200 100 600 70 1 40 100 5 90 90 100 1 200 80 600 8 7 100 600 60 4 5 7 3 5 30 600 40 5 300 7 100 9 3 1 80 10 1 10 60 40 5 70 60 9 7 90 5 40 60 9 4 5 70 5 80 9 90 90 600 90 5 10 80 1 6 60 40 20 5 3 60 40 100 5 90 90 100 1 200 80 600 8 7 100 600 9 4 600 40 4 5 60 70 9 20 1 100 60 90 60 100 9 60 200 4 5 40 600 300 5 20 5 9 1 20 20 1 30 1 20 20 60 40 8 60 80 200 2 60 90 3 9 40 5 100 1 9 20 1 2 600 40 200 4 600 80 1 70 5 40 9 500 1 100 60 100 1 90 400 5 9 80 1 90 1 70 5 40 1 40 100 9 100 60 200 60 400 20 60 200 20 5 3 600 40 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 90 70 1 80 1 20 1 2 60 40 100 5 90 100 60 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 9 100 600 80 9 60 40 90 200 40 7 3 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 1 40 100 5 90 1 200 100 60 40 70 5 80 9 5 8 7 10 1 40 1 200 100 600 400 20 1 30 200 4 1 10 60 10 10 9 40 7 40 10 1 9 70 20 5 50 1 40 100 5 90 90 100 5 300 1 40 60 40 5 50 1 10 1 40 8 600 40 5 70 5 8 7 10 1 40 5 70 9 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 10 1 9 10 1 20 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 5 4 200 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 60 200 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 40 5 9 90 100 60 90 100 1 200 80 600 90 1 9 5 50 5 80 400 60 30 5 40 60 9 4 5 5 200 80 60 40 1 40 8 80 600 70 60 40 10 200 80 7 40 1 9 60 40 60 40 60 30 1 100 9 90 9 30 600 40 1 100 60 200 100 60 40 7 3 3 1 80 5 200 90 1 40 9 40 1 1 80 7 100 60 40 90 100 1 200 80 60 40 1 200 100 60 200 10 1 9 5 20 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 100 60 40 5 10 5 9 10 1 9 5 70 5 8 7 10 1 40 5 70 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 60 200 3 5 3 80 1 30 30 5 40 7 40 60 200 100 60 90 5 90 100 9 40 9 7 90 60 200 90 60 2 1 90 9 20 5 200 90 100 600 40 9 60 200 4 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 40 100 1 9 90 200 40 1 200 100 600 4 200 60 20 7 90 100 1 9 5 9 90 5 10 4 5 50 9 600 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 600 40 60 9 4 5 70 1 80 1 70 60 80 5 200 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 200 40 1 200 100 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 40 1 100 1 9 90 600 90 1 9 5 9 2 1 90 9 20 5 200 90 9 90 80 1 7 20 5 90 100 9 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 60 200 90 100 1 200 80 60 200 10 1 9 70 9 90 100 5 200 90 60 30 5 40 1 200 100 60 200 70 5 70 60 9 8 5 40 5 70 9 100 60 40 8 5 60 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 60 4 1 200 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 5 90 100 9 40 5 90 4 5 100 600 40 5 10 5 9 5 90 100 600 100 600 40 1 10 60 200 90 1 40 100 5 90 5 20 5 3 60 40 60 100 9 7 20 9 1 40 300 600 40 5 9 60 200 100 60 90 10 1 9 5 200 8 5 600 90 4 80 1 30 600 40 5 9 90 5 50 1 200 100 600 40 10 1 9 20 1 2 600 40 90 70 60 3 3 60 40 70 20 7 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 80 9 8 5 9 90 10 1 20 1 30 600 5 70 60 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 3 60 40 1 300 5 90 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 122001 = 3 x 11 x 3697. 7.12.1.1.2.2.1.1.1 Even positioned groups of 190 from 7.12.1: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 9 60 90 100 60 200 1 30 70 5 20 600 40 60 90 100 9 70 60 9 7 90 5 9 100 60 9 90 3 5 600 80 3 60 9 90 5 10 5 9 40 60 9 90 20 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 200 90 10 1 10 600 90 1 70 60 20 5 90 5 9 1 200 100 60 200 90 10 1 9 100 60 40 1 30 70 5 20 600 40 1 5 10 4 600 90 5 100 1 9 1 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 100 9 40 5 90 1 70 60 4 600 90 60 200 90 9 40 1 200 100 600 100 60 200 90 10 1 80 70 60 200 90 5 40 100 60 9 90 10 1 9 80 60 9 90 1 200 100 600 40 20 5 3 5 9 1 1 90 9 20 5 9 1 100 60 200 8 5 60 200 10 1 9 4 60 8 7 90 5 100 1 9 5 8 40 5 9 70 60 9 60 200 40 100 9 100 60 200 90 10 1 80 70 60 200 90 1 200 100 7 90 10 1 9 60 70 5 90 600 40 5 70 9 100 60 40 20 9 8 60 40 100 60 200 100 60 40 90 200 40 8 20 1 90 8 7 90 5 100 1 9 5 300 60 40 4 1 40 70 5 90 7 20 9 10 30 7 90 5 9 1 200 100 60 40 10 1 9 1 10 60 200 90 1 40 100 5 90 60 9 1 80 400 9 5 80 5 9 90 10 1 9 60 9 300 1 80 9 90 1 9 60 9 100 1 90 70 1 80 1 2 60 20 1 90 1 200 100 60 200 5 3 40 600 90 1 40 60 100 9 70 5 80 9 1 200 30 1 80 100 200 80 60 200 90 9 10 1 9 60 200 10 1 70 5 10 80 9 8 7 1 200 100 600 70 80 60 90 60 200 4 5 5 40 80 7 30 1 600 90 100 5 8 1 200 30 1 6 5 9 40 100 60 40 7 3 5 30 60 40 1 20 9 1 40 10 1 100 1 4 5 5 60 80 100 7 40 5 9 600 8 5 9 60 7 3 5 30 600 40 1 70 60 20 200 5 9 40 5 40 1 100 600 60 400 20 600 4 5 90 30 9 60 40 60 40 7 8 5 20 60 40 5 9 400 60 40 4 5 100 60 100 5 4 5 90 30 9 60 40 5 70 9 90 7 30 60 40 20 5 3 60 30 5 40 60 40 2 1 80 1 2 2 1 40 90 200 40 7 3 30 5 40 600 40 60 200 40 1 200 100 600 40 5 9 70 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 90 600 40 100 1 9 100 60 40 2 1 80 1 2 2 1 40 100 60 40 4 5 9 7 90 60 200 40 1 70 60 20 5 90 600 90 9 40 1 70 60 10 80 9 8 5 9 90 4 5 60 7 3 5 30 600 40 5 9 70 5 40 1 200 100 60 9 90 100 9 40 1 8 5 20 5 100 5 1 70 60 100 600 40 4 200 60 1 70 60 20 200 90 600 200 30 9 40 60 9 4 5 5 9 70 60 40 2 1 80 1 2 2 1 40 20 5 3 5 9 1 200 100 60 9 90 60 70 9 20 1 100 60 90 100 9 60 200 40 70 60 9 7 90 600 9 7 90 60 200 40 100 60 40 20 5 3 60 30 5 40 60 40 400 80 9 90 100 60 40 20 5 3 60 200 1 8 600 60 90 5 9 30 9 1 70 60 100 60 200 1 9 30 1 100 60 90 100 60 200 4 9 10 1 9 60 200 100 60 200 100 60 200 200 30 5 9 90 60 500 5 90 8 5 10 1 9 1 70 60 10 80 9 8 5 9 90 70 1 90 60 20 1 60 90 5 9 70 5 100 60 1 9 30 1 1 200 100 60 200 5 300 7 30 1 90 10 1 9 5 70 9 100 1 100 5 10 40 1 7 30 600 40 100 60 100 5 1 70 5 20 200 90 5 40 1 200 100 60 9 90 100 60 40 2 1 80 1 2 2 1 40 100 60 40 4 5 9 7 90 60 200 40 300 80 1 3 5 20 20 600 90 1 90 70 1 80 5 4 600 10 5 40 9 40 1 90 100 1 200 80 600 8 7 100 60 100 5 60 9 90 100 80 1 100 1 30 60 40 5 40 100 7 4 5 50 9 1 1 200 100 60 200 10 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 80 60 90 8 5 40 1 200 100 60 200 5 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 1 90 9 20 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 40 5 20 1 2 60 40 100 60 40 10 1 20 1 30 60 40 10 1 9 5 100 200 70 100 60 40 5 9 90 100 7 40 10 5 300 1 20 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 60 40 10 9 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 10 1 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 9 5 40 100 80 9 90 9 40 7 30 5 80 1 9 90 60 9 10 60 4 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 70 1 9 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 40 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 100 7 90 600 80 1 90 90 10 60 100 60 90 5 3 5 40 5 100 60 5 70 9 70 1 90 1 40 100 7 40 3 7 40 5 600 90 600 80 1 90 5 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 8 1 40 9 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 Total: 116622 = 2 x 3 x 3 x 11 x 19 x 31. 7.12.1.1.2.2.1.1.2 Last half of 1710 from 7.12.1: 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 90 70 1 80 1 20 1 2 60 40 100 5 90 100 60 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 9 100 600 80 9 60 40 90 200 40 7 3 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 1 40 100 5 90 1 200 100 60 40 70 5 80 9 5 8 7 10 1 40 1 200 100 600 400 20 1 30 200 4 1 10 60 10 10 9 40 7 40 10 1 9 70 20 5 50 1 40 100 5 90 90 100 5 300 1 40 60 40 5 50 1 10 1 40 8 600 40 5 70 5 8 7 10 1 40 5 70 9 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 10 1 9 10 1 20 1 30 60 40 5 40 100 7 4 5 50 9 1 1 200 100 60 200 10 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 80 60 90 8 5 40 1 200 100 60 200 5 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 1 90 9 20 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 40 5 20 1 2 60 40 100 60 40 10 1 20 1 30 60 40 10 1 9 5 100 200 70 100 60 40 5 9 90 100 7 40 10 5 300 1 20 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 5 4 200 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 60 200 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 40 5 9 90 100 60 90 100 1 200 80 600 90 1 9 5 50 5 80 400 60 30 5 40 60 9 4 5 5 200 80 60 40 1 40 8 80 600 70 60 40 10 200 80 7 40 1 9 60 40 60 40 60 30 1 100 9 90 9 30 600 40 1 100 60 200 100 60 40 7 3 3 1 80 5 200 90 1 40 9 40 1 1 80 7 100 60 40 90 100 1 200 80 60 40 1 200 100 60 200 10 1 9 5 20 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 100 60 40 5 10 5 9 10 1 9 5 70 5 8 7 10 1 40 5 70 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 60 200 3 5 3 80 1 30 30 5 40 7 40 60 200 100 60 90 5 90 100 9 40 9 7 90 60 200 90 60 2 1 90 9 20 5 200 90 100 600 40 9 60 200 4 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 40 100 1 9 90 200 40 1 200 100 600 4 200 60 20 7 90 100 1 9 5 9 90 5 10 4 5 50 9 600 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 600 40 60 9 4 5 70 1 80 1 70 60 80 5 200 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 200 40 1 200 100 60 40 10 9 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 10 1 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 9 5 40 100 80 9 90 9 40 7 30 5 80 1 9 90 60 9 10 60 4 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 70 1 9 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 40 1 100 1 9 90 600 90 1 9 5 9 2 1 90 9 20 5 200 90 9 90 80 1 7 20 5 90 100 9 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 60 200 90 100 1 200 80 60 200 10 1 9 70 9 90 100 5 200 90 60 30 5 40 1 200 100 60 200 70 5 70 60 9 8 5 40 5 70 9 100 60 40 8 5 60 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 60 4 1 200 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 40 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 100 7 90 600 80 1 90 90 10 60 100 60 90 5 3 5 40 5 100 60 5 70 9 70 1 90 1 40 100 7 40 3 7 40 5 600 90 600 80 1 90 5 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 8 1 40 9 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 600 40 5 10 5 9 5 90 100 600 100 600 40 1 10 60 200 90 1 40 100 5 90 5 20 5 3 60 40 60 100 9 7 20 9 1 40 300 600 40 5 9 60 200 100 60 90 10 1 9 5 200 8 5 600 90 4 80 1 30 600 40 5 9 90 5 50 1 200 100 600 40 10 1 9 20 1 2 600 40 90 70 60 3 3 60 40 70 20 7 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 80 9 8 5 9 90 10 1 20 1 30 600 5 70 60 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 3 60 40 1 300 5 90 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 117172 = 2 x 2 x 11 x 2663. SF: 2678 = 2 x 13 x 103. 7.12.1.1.2.2.1.1.2.1 First half of 1710 from 7.12.1: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 9 60 90 100 60 200 1 30 70 5 20 600 40 60 90 100 9 70 60 9 7 90 5 9 100 60 9 90 3 5 600 80 3 60 9 90 5 10 5 9 40 60 9 90 20 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 200 90 10 1 10 600 90 1 70 60 20 5 90 5 9 1 200 100 60 200 90 10 1 9 100 60 40 1 30 70 5 20 600 40 1 5 10 4 600 90 5 100 1 9 1 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 100 9 40 5 90 1 70 60 4 600 90 60 200 90 9 40 1 200 100 600 100 60 200 90 10 1 80 70 60 200 90 5 40 100 60 9 90 10 1 9 80 60 9 90 1 200 100 600 40 20 5 3 5 9 1 200 100 60 9 90 60 9 7 90 60 200 90 60 200 4 5 70 60 100 5 1 40 5 3 40 600 100 5 5 40 100 1 9 90 3 80 1 300 1 9 90 20 9 8 60 40 60 40 1 70 5 4 60 10 9 30 1 90 1 40 60 9 60 9 10 60 4 60 30 60 200 40 100 5 90 60 200 100 60 90 5 3 5 40 7 8 7 5 9 90 10 5 300 1 20 7 40 3 600 40 9 1 90 70 1 80 1 10 200 80 9 60 200 5 3 5 40 5 100 60 1 200 100 7 10 1 9 5 90 100 9 8 1 200 30 1 90 100 7 5 40 60 300 8 1 20 30 60 9 90 7 30 600 40 4 9 1 100 60 200 100 60 20 5 3 600 200 30 9 40 60 100 9 1 80 8 7 90 5 100 1 9 1 300 200 30 600 40 7 2 1 90 9 20 5 9 1 100 60 200 8 5 60 200 10 1 9 4 60 8 7 90 5 100 1 9 5 8 40 5 9 70 60 9 60 200 40 100 9 100 60 200 90 10 1 80 70 60 200 90 1 200 100 7 90 10 1 9 60 70 5 90 600 40 5 70 9 100 60 40 20 9 8 60 40 100 60 200 100 60 40 90 200 40 8 20 1 90 8 7 90 5 100 1 9 5 300 60 40 4 1 40 70 5 90 7 20 9 10 30 7 90 5 9 1 200 100 60 40 10 1 9 1 10 60 200 90 1 40 100 5 90 60 9 1 80 400 9 5 80 5 9 90 10 1 9 60 9 300 1 80 9 90 1 9 60 9 100 1 90 70 1 80 1 2 60 20 1 90 1 200 100 60 200 5 3 40 600 90 1 40 60 100 9 70 5 80 9 1 200 100 600 40 20 5 3 5 9 10 1 9 6 7 100 60 200 40 100 5 90 1 200 100 60 40 10 80 1 100 7 90 1 9 5 300 60 2 7 8 7 90 1 40 100 60 200 90 60 400 20 60 200 90 5 70 5 9 4 7 600 90 70 80 60 300 7 100 7 40 1 200 100 60 40 5 9 400 60 40 10 1 9 5 40 100 600 10 1 100 7 3 60 80 5 9 90 8 1 9 1 200 100 60 40 200 70 60 100 600 40 1 80 400 9 5 80 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 600 40 60 200 4 5 40 1 70 5 10 80 9 40 1 100 60 100 60 100 5 20 5 3 5 9 1 200 100 600 60 70 9 20 1 100 60 90 60 200 10 1 10 60 200 5 9 90 70 60 90 1 90 60 200 10 1 100 1 30 1 80 100 200 80 60 200 90 9 10 1 9 60 200 10 1 70 5 10 80 9 8 7 1 200 100 600 70 80 60 90 60 200 4 5 5 40 80 7 30 1 600 90 100 5 8 1 200 30 1 6 5 9 40 100 60 40 7 3 5 30 60 40 1 20 9 1 40 10 1 100 1 4 5 5 60 80 100 7 40 5 9 600 8 5 9 60 7 3 5 30 600 40 1 70 60 20 200 5 9 40 5 40 1 100 600 60 400 20 600 4 5 90 30 9 60 40 60 40 7 8 5 20 60 40 5 9 400 60 40 4 5 100 60 100 5 4 5 90 30 9 60 40 5 70 9 90 7 30 60 40 20 5 3 60 30 5 40 60 40 2 1 80 1 2 2 1 40 90 200 40 7 3 30 5 40 600 40 60 200 40 1 200 100 600 40 5 9 70 5 40 1 200 100 60 9 90 60 70 9 20 1 100 60 90 100 9 40 1 8 5 20 5 100 5 1 70 60 20 200 90 600 200 30 9 40 2 1 80 1 2 2 1 40 7 9 7 90 60 200 40 100 60 40 20 5 3 60 30 5 40 60 40 400 80 9 90 100 60 40 7 4 5 9 3 1 80 60 100 9 4 9 1 300 8 60 40 60 40 70 1 80 5 4 600 10 1 40 1 200 100 60 40 10 1 8 7 30 5 40 60 200 4 5 1 200 100 60 200 5 70 9 100 60 200 2 7 30 1 100 60 90 1 70 5 90 100 5 9 20 5 70 80 60 90 1 200 100 60 40 7 3 200 40 7 1 200 100 60 200 20 5 3 60 200 90 1 30 7 4 5 40 90 60 9 10 1 9 100 600 4 9 10 1 9 600 5 10 5 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 90 600 40 100 1 9 100 60 40 2 1 80 1 2 2 1 40 100 60 40 4 5 9 7 90 60 200 40 1 70 60 20 5 90 600 90 9 40 1 70 60 10 80 9 8 5 9 90 4 5 60 7 3 5 30 600 40 5 9 70 5 40 1 200 100 60 9 90 100 9 40 1 8 5 20 5 100 5 1 70 60 100 600 40 4 200 60 1 70 60 20 200 90 600 200 30 9 40 60 9 4 5 5 9 70 60 40 2 1 80 1 2 2 1 40 20 5 3 5 9 1 200 100 60 9 90 60 70 9 20 1 100 60 90 100 9 60 200 40 70 60 9 7 90 600 9 7 90 60 200 40 100 60 40 20 5 3 60 30 5 40 60 40 400 80 9 90 100 60 40 20 5 3 60 200 90 9 40 1 200 100 600 70 1 40 100 5 90 90 100 1 200 80 600 8 7 100 600 60 4 5 7 3 5 30 600 40 5 300 7 100 9 3 1 80 10 1 10 60 40 5 70 60 9 7 90 5 40 60 9 4 5 70 5 80 9 90 90 600 90 5 10 80 1 6 60 40 20 5 3 60 40 100 5 90 90 100 1 200 80 600 8 7 100 600 9 4 600 40 4 5 60 70 9 20 1 100 60 90 60 100 9 60 200 4 5 40 600 300 5 20 5 9 1 20 20 1 30 1 20 20 60 40 8 60 80 200 2 60 90 3 9 40 5 100 1 9 20 1 2 600 40 200 4 600 80 1 70 5 40 9 500 1 100 60 100 1 90 400 5 9 80 1 90 1 70 5 40 1 40 100 9 100 60 200 60 400 20 60 200 20 5 3 600 40 1 8 600 60 90 5 9 30 9 1 70 60 100 60 200 1 9 30 1 100 60 90 100 60 200 4 9 10 1 9 60 200 100 60 200 100 60 200 200 30 5 9 90 60 500 5 90 8 5 10 1 9 1 70 60 10 80 9 8 5 9 90 70 1 90 60 20 1 60 90 5 9 70 5 100 60 1 9 30 1 1 200 100 60 200 5 300 7 30 1 90 10 1 9 5 70 9 100 1 100 5 10 40 1 7 30 600 40 100 60 100 5 1 70 5 20 200 90 5 40 1 200 100 60 9 90 100 60 40 2 1 80 1 2 2 1 40 100 60 40 4 5 9 7 90 60 200 40 300 80 1 3 5 20 20 600 90 1 90 70 1 80 5 4 600 10 5 40 9 40 1 90 100 1 200 80 600 8 7 100 60 100 5 60 9 90 100 80 1 100 Total: 121451 = 11 x 61 x 181. 7.12.1.1.2.2.1.1.2.2 Odd positioned groups of 9 from 7.12.1.1: 200 40 5 20 8 9 60 90 100 9 100 600 80 3 60 9 40 60 90 10 1 10 20 5 90 5 9 1 5 100 1 9 1 3 5 600 200 90 9 100 60 200 90 10 90 5 3 5 9 1 60 9 7 90 5 40 80 1 300 1 9 40 60 4 60 30 60 60 200 100 60 90 40 80 1 10 200 80 5 40 5 100 7 5 20 30 60 9 90 9 8 7 90 5 100 30 600 40 7 60 8 9 5 8 40 5 200 40 1 9 60 70 70 9 100 60 40 7 5 300 60 40 4 7 20 9 1 40 100 80 400 9 5 80 9 60 20 1 90 1 3 40 600 90 10 1 200 40 100 5 90 10 80 90 60 400 20 5 9 4 7 600 10 600 10 1 100 7 90 8 1 600 40 10 90 2 200 100 5 4 5 9 1 200 100 1 100 60 90 100 1 80 60 200 90 9 10 1 5 40 80 7 5 8 1 200 30 10 5 60 80 100 7 5 9 60 60 400 20 9 60 40 60 40 40 70 9 90 7 30 60 30 5 40 40 60 600 40 5 9 70 60 9 1 70 60 20 9 40 2 1 80 30 80 9 90 100 60 3 1 80 1 40 1 1 8 7 30 5 1 5 90 100 5 9 90 1 200 100 30 7 9 10 1 9 100 9 600 600 40 100 1 1 80 1 2 2 600 60 10 80 9 8 60 7 3 8 5 20 60 100 600 40 4 20 1 2 2 1 40 1 200 100 60 90 600 40 100 60 40 20 40 60 600 70 1 40 1 200 80 600 8 80 5 70 60 9 7 4 5 70 100 5 90 600 8 7 100 600 5 20 5 9 1 20 20 60 40 8 4 600 9 500 1 100 60 9 80 5 3 600 40 5 9 30 9 1 9 100 60 200 200 30 5 90 8 1 60 90 60 1 9 30 1 5 30 600 40 100 60 20 200 90 5 60 40 60 200 40 300 80 600 90 600 8 7 100 90 100 80 1 100 1 100 5 90 100 60 200 40 5 1 3 60 100 60 40 60 20 90 1 200 100 60 40 8 7 10 1 40 10 50 1 40 100 5 1 40 5 70 9 100 1 20 7 90 1 5 100 60 200 10 1 70 5 100 60 200 5 50 1 40 1 200 60 9 60 200 4 1 9 5 30 70 2 60 1 20 1 30 60 100 200 100 60 200 10 5 40 5 70 1 60 20 1 30 200 4 40 5 4 100 60 200 7 3 1 3 60 40 60 30 5 40 60 80 60 40 1 30 1 600 40 1 100 60 3 3 200 80 60 40 10 1 9 5 20 5 20 3 60 8 1 10 7 8 90 4 5 4 9 5 30 5 100 40 100 5 90 10 9 40 1 70 70 80 200 4 9 5 30 40 100 10 1 9 5 9 30 1 100 9 10 7 30 5 40 60 60 200 40 40 5 70 90 10 5 300 1 100 80 1 30 30 5 100 60 90 5 100 600 1 9 600 40 100 1 200 90 100 1 9 4 5 50 9 600 4 70 60 80 5 200 9 5 2 40 100 5 5 300 1 20 1 40 40 100 60 40 40 9 5 40 100 600 40 90 5 1 200 100 9 60 70 60 100 60 80 60 200 60 30 90 6 60 40 100 5 100 600 40 100 5 80 3 60 40 1 20 90 90 600 90 1 9 9 20 5 200 40 200 60 200 90 100 1 1 9 60 9 8 5 60 40 8 5 60 5 100 60 40 5 9 60 100 9 10 1 9 100 1 9 60 9 200 60 40 1 200 100 5 5 10 100 5 70 40 100 7 40 3 600 80 1 100 7 40 40 5 2 60 7 7 7 20 9 7 20 90 1 2 200 8 5 40 1 100 9 30 100 9 5 90 100 600 60 200 90 1 600 40 60 90 10 1 9 90 4 1 2 600 40 60 40 70 20 7 9 30 600 5 70 60 1 200 100 300 5 90 40 5 9 5 80 7 Total: 59972 = 2 x 2 x 11 x 29 x 47. SF: 91 = 7 x 13. 7.12.1.1.2.2.1.1.2.2.1 Even positioned groups of 9 from 7.12.1.1: 60 20 600 40 60 90 7 90 5 9 90 20 9 40 1 200 100 200 90 10 1 9 100 5 20 600 40 80 3 100 9 40 5 90 90 60 5 40 100 60 80 60 9 90 1 60 5 70 60 100 5 600 100 5 40 1 70 30 1 90 1 40 60 8 7 5 9 90 7 40 3 600 100 60 1 9 5 90 100 1 90 1 100 60 200 600 200 30 9 40 2 9 1 100 60 200 1 9 4 100 9 100 80 70 60 200 90 10 100 60 200 100 60 20 1 90 8 10 30 200 100 60 40 10 200 90 60 9 300 1 60 9 100 1 90 1 5 80 9 1 200 3 5 9 1 100 7 60 2 7 8 7 200 7 100 7 40 1 9 400 60 40 9 1 70 60 100 600 40 80 5 5 40 1 70 1 100 60 100 60 60 200 5 9 90 70 200 10 1 70 5 10 200 100 600 70 80 5 100 60 40 7 3 20 9 1 40 7 3 70 60 20 200 5 100 600 5 9 400 60 100 5 4 5 90 60 2 2 1 40 90 5 40 600 90 60 70 90 100 9 40 1 5 7 9 7 90 60 20 5 3 60 60 100 8 60 40 60 40 600 10 200 100 60 200 200 2 7 30 1 60 7 1 200 100 60 200 90 1 5 10 5 60 200 90 9 40 90 4 5 9 7 90 60 20 5 90 5 30 5 40 1 200 100 40 1 200 90 600 200 4 5 5 9 70 9 1 100 60 90 100 60 9 7 40 400 80 20 5 3 60 200 100 5 7 3 5 30 100 9 3 1 5 80 5 10 80 1 6 60 40 60 70 9 20 100 9 60 200 4 60 3 9 40 5 100 600 40 200 1 90 1 100 9 100 60 200 20 1 9 30 1 100 4 9 10 1 5 10 10 80 9 8 5 60 20 300 7 30 1 70 9 100 1 100 40 90 100 60 40 2 1 40 100 1 90 70 10 5 40 9 40 80 100 60 200 7 3 90 70 1 80 9 90 9 100 600 80 9 7 3 70 5 9 80 5 10 4 200 90 40 20 1 30 200 4 9 40 7 60 40 5 8 600 40 5 70 40 1 9 10 1 20 40 100 7 4 7 90 5 30 70 80 60 200 100 40 100 5 90 2 1 90 9 20 100 5 90 5 9 90 5 20 1 70 100 60 7 40 10 5 300 200 200 100 600 5 50 40 1 200 100 200 90 60 40 100 1 9 1 200 5 9 90 100 80 600 90 1 9 40 40 10 200 80 7 60 40 60 1 80 5 40 1 1 80 7 1 90 5 9 90 100 5 3 60 30 5 20 40 90 100 1 200 100 5 60 100 1 9 1 200 100 60 200 20 100 60 80 7 8 100 60 200 60 100 1 1 30 60 200 5 90 60 200 5 2 1 7 80 60 40 1 200 5 9 10 1 9 10 1 60 200 100 7 1 40 1 200 100 90 90 60 200 90 60 5 200 90 80 60 200 200 40 1 200 100 7 9 90 5 50 5 600 40 60 9 20 1 200 40 1 200 100 60 200 10 1 9 20 5 90 60 10 1 80 30 5 80 1 9 4 60 30 90 5 9 60 200 10 1 100 1 5 10 1 9 60 5 80 5 9 3 80 5 600 40 10 1 2 200 600 90 5 40 40 60 200 4 200 90 20 5 90 100 9 1 100 600 70 9 90 30 5 40 1 200 70 90 8 600 40 200 40 5 9 8 8 5 9 200 9 60 90 100 60 80 600 8 5 200 100 600 600 40 7 90 10 60 100 60 5 100 60 1 90 5 70 5 80 9 4 40 7 90 60 200 90 5 3 1 20 1 400 60 200 100 5 90 30 60 5 20 9 70 5 90 4 5 100 40 5 3 60 40 60 1 40 300 80 1 30 5 50 1 200 100 20 60 50 60 200 90 80 9 8 5 60 40 60 9 70 60 9 40 1 20 9 1 90 1 200 100 60 40 Total: 59807 = 11 x 5437. 7.12.1.1.2.2.1.1.2.2.1.1 Odd positioned groups of 5 from 7.12.1.2: 7 60 10 200 80 100 9 70 60 9 90 5 10 5 9 600 10 1 10 60 1 200 100 60 200 5 10 4 600 90 60 9 90 60 9 40 1 200 100 600 9 90 10 1 9 200 100 60 9 90 1 40 5 3 40 90 20 9 8 60 60 9 60 9 10 5 3 5 40 7 9 1 90 70 1 1 200 100 7 10 40 60 300 8 1 100 60 20 5 3 1 9 1 300 200 8 5 60 200 10 9 70 60 9 60 1 200 100 7 90 20 9 8 60 40 90 5 100 1 9 7 90 5 9 1 5 90 60 9 1 80 9 90 1 9 200 100 60 200 5 100 600 40 20 5 1 200 100 60 40 90 1 40 100 60 90 70 80 60 300 1 9 5 40 100 200 100 60 40 200 1 9 70 80 5 5 10 80 9 40 600 60 70 9 20 60 90 1 90 60 10 1 9 60 200 60 90 60 200 4 1 6 5 9 40 1 100 1 4 5 5 30 600 40 1 600 4 5 90 30 40 4 5 100 60 60 40 20 5 3 200 40 7 3 30 5 40 1 200 100 8 5 20 5 100 1 2 2 1 40 5 40 60 40 400 9 4 9 1 300 200 100 60 40 10 5 70 9 100 60 20 5 70 80 60 200 20 5 3 60 600 4 9 10 1 1 1 9 100 7 1 40 100 60 40 90 9 40 1 70 600 40 5 9 70 5 100 5 1 70 30 9 40 60 9 20 5 3 5 9 9 60 200 40 70 5 3 60 30 5 90 9 40 1 200 7 100 600 60 4 10 1 10 60 40 9 90 90 600 90 90 100 1 200 80 1 100 60 90 60 20 1 30 1 20 1 9 20 1 2 100 1 90 400 5 60 400 20 60 200 70 60 100 60 200 60 200 100 60 200 1 9 1 70 60 5 9 70 5 100 90 10 1 9 5 100 5 1 70 5 1 80 1 2 2 1 3 5 20 20 1 90 100 1 200 9 600 100 1 9 20 1 2 60 40 100 60 70 80 1 40 5 70 1 200 1 40 10 1 9 70 5 80 9 5 1 10 60 10 10 90 90 100 5 300 5 8 7 10 1 200 100 60 200 10 50 9 1 1 200 1 40 100 5 90 40 5 70 1 9 400 1 9 80 5 9 600 40 10 1 1 200 100 60 40 40 10 1 9 5 1 20 7 40 1 9 50 1 40 1 40 100 7 40 400 1 40 1 200 100 10 1 9 1 70 60 90 100 1 200 9 4 5 5 200 40 1 9 60 40 200 100 60 40 7 100 60 40 90 100 8 60 40 100 5 40 60 40 3 60 7 70 9 5 9 1 200 100 60 40 30 1 100 9 1 20 7 80 60 40 5 40 200 70 60 5 80 9 90 1 1 200 100 60 9 90 30 60 40 30 1 9 10 1 8 100 60 40 5 10 1 40 600 100 7 40 1 9 100 9 40 7 40 60 200 2 1 90 9 20 60 100 5 90 100 600 4 200 60 20 40 10 1 9 5 5 70 1 80 1 90 300 7 30 60 90 100 1 90 10 5 3 60 40 100 1 60 40 10 1 90 60 9 10 60 60 40 5 9 200 1 2 7 8 9 60 9 600 90 4 5 30 70 1 9 1 30 30 1 100 600 40 5 20 5 5 1 200 100 60 5 9 2 1 90 10 1 100 1 2 200 80 60 200 10 100 60 200 70 5 40 80 200 90 1 20 5 9 1 200 60 200 5 9 30 60 9 20 7 90 40 100 5 90 1 600 1 70 60 4 90 5 3 5 40 7 40 5 600 90 5 100 7 40 5 90 5 40 60 9 20 5 3 600 40 8 1 40 9 100 5 30 60 200 9 5 90 100 9 40 100 600 40 1 10 100 9 7 20 9 5 200 8 5 600 600 40 10 1 9 90 1 90 100 5 90 10 1 20 1 60 9 4 5 20 9 4 600 30 5 90 600 90 600 40 Total: 55957 = 11 x 5087. 7.12.1.1.2.2.1.1.2.2.1.2 Even positioned groups of 5 from 7.12.1.2: 60 100 1 40 60 200 1 30 70 5 60 9 90 3 5 5 3 60 200 90 600 90 1 70 60 60 40 1 30 70 20 20 60 9 90 1 70 60 4 600 1 80 70 60 200 200 100 600 40 20 200 90 60 200 4 100 1 9 90 3 5 4 60 10 9 200 40 100 5 90 10 5 300 1 20 9 60 200 5 3 9 8 1 200 30 7 30 600 40 4 60 100 9 1 80 1 90 9 20 5 7 90 5 100 1 60 200 90 10 1 5 90 600 40 5 40 90 200 40 8 1 40 70 5 90 1 9 1 10 60 5 9 90 10 1 70 1 80 1 2 40 60 100 9 70 9 6 7 100 60 90 1 9 5 300 60 200 90 5 70 200 100 60 40 5 3 60 80 5 9 1 80 400 9 5 80 600 40 60 200 100 5 20 5 3 200 10 1 10 60 30 1 80 100 200 80 9 8 7 1 30 1 600 90 100 5 30 60 40 1 40 5 9 600 8 9 40 5 40 1 7 8 5 20 60 30 9 60 40 5 40 2 1 80 1 200 40 1 200 100 9 20 1 100 60 200 90 600 200 30 200 40 100 60 40 40 7 4 5 9 70 1 80 5 4 40 60 200 4 5 100 60 90 1 70 40 7 3 200 40 4 5 40 90 60 200 90 60 400 20 9 100 60 40 2 60 200 40 1 70 5 9 90 4 5 60 9 90 100 9 200 60 1 70 60 60 40 2 1 80 90 60 70 9 20 9 7 90 60 200 9 90 100 60 40 100 5 90 90 100 600 40 5 300 7 90 5 40 60 9 60 40 20 5 3 9 4 600 40 4 5 40 600 300 5 80 200 2 60 90 80 1 70 5 40 70 5 40 1 40 1 8 600 60 90 60 90 100 60 200 5 9 90 60 500 9 90 70 1 90 1 200 100 60 200 5 10 40 1 7 1 200 100 60 9 4 5 9 7 90 1 80 5 4 600 60 100 5 60 9 5 30 60 40 60 40 9 7 90 60 60 40 90 200 40 7 40 100 7 40 1 40 100 5 90 1 200 100 600 400 1 9 70 20 5 50 1 10 1 40 7 90 10 5 300 1 30 60 40 5 9 3 60 40 200 90 8 5 40 1 100 600 20 5 3 5 200 100 600 40 200 90 1 40 100 40 100 60 40 10 40 5 9 90 100 1 9 60 100 5 5 4 200 90 1 1 10 1 9 5 30 1 100 9 1 40 1 200 100 60 5 50 5 80 400 8 80 600 70 60 100 9 90 9 30 200 90 1 40 9 1 200 100 60 200 60 70 60 40 20 40 60 90 60 200 80 600 90 1 40 80 9 90 1 40 2 1 20 20 60 7 80 600 8 600 60 300 7 100 60 9 30 1 100 9 70 9 100 60 40 20 60 40 10 20 9 5 100 7 80 5 70 5 8 7 20 7 90 1 200 60 200 3 5 3 100 9 40 9 7 40 9 60 200 4 40 100 1 9 90 5 9 90 5 10 200 600 40 200 30 60 30 5 40 60 60 40 10 9 40 90 1 200 100 600 100 1 20 200 600 9 90 9 40 7 90 600 90 60 40 100 60 200 8 5 200 90 100 1 200 9 1 80 400 9 90 30 5 100 1 9 70 80 5 90 20 60 200 90 5 40 1 100 1 9 9 90 80 1 7 40 1 70 60 100 100 5 200 90 60 40 5 70 9 100 40 1 200 100 60 70 5 3 1 80 100 60 4 1 200 90 200 90 100 1 5 9 4 9 6 90 600 80 1 90 9 70 1 90 1 40 1 100 7 90 600 80 1 40 1 300 600 40 7 30 9 20 1 30 1 100 9 8 5 5 5 5 3 10 1 600 40 5 10 5 100 5 90 5 20 5 9 60 200 100 600 40 5 9 90 90 70 60 3 3 10 1 9 70 5 100 9 6 5 40 5 20 5 3 60 400 5 100 1 9 Total: 62887 = 11 x 5717. 7.12.1.1.2.2.1.1.2.2.2 Odd positioned groups of 114 from 7.12.1.2: 3 90 20 9 8 60 5 4 60 10 9 60 9 60 9 10 200 40 100 5 90 5 3 5 40 7 10 5 300 1 20 9 1 90 70 1 9 60 200 5 3 1 200 100 7 10 9 8 1 200 30 40 60 300 8 1 7 30 600 40 4 100 60 20 5 3 60 100 9 1 80 1 9 1 300 200 1 90 9 20 5 8 5 60 200 10 7 90 5 100 1 9 70 60 9 60 60 200 90 10 1 1 200 100 7 90 5 90 600 40 5 20 9 8 400 9 5 1 9 70 80 5 80 600 40 60 200 5 10 80 9 40 100 5 20 5 3 600 60 70 9 20 200 10 1 10 60 60 90 1 90 60 30 1 80 100 200 10 1 9 60 200 80 9 8 7 1 60 90 60 200 4 30 1 600 90 100 1 6 5 9 40 5 30 60 40 1 1 100 1 4 5 40 5 9 600 8 5 30 600 40 1 9 40 5 40 1 600 4 5 90 30 7 8 5 20 60 40 4 5 100 60 30 9 60 40 5 60 200 90 60 400 20 1 1 9 100 7 9 100 60 40 2 1 40 100 60 40 60 200 40 1 70 90 9 40 1 70 5 9 90 4 5 600 40 5 9 70 60 9 90 100 9 5 100 5 1 70 200 60 1 70 60 30 9 40 60 9 60 40 2 1 80 20 5 3 5 9 90 60 70 9 20 9 60 200 40 70 9 7 90 60 200 5 3 60 30 5 9 90 100 60 40 90 9 40 1 200 100 5 90 90 100 7 100 600 60 4 600 40 5 300 5 100 1 200 100 60 200 90 10 1 9 5 5 10 40 1 7 100 5 1 70 5 1 200 100 60 9 1 80 1 2 2 4 5 9 7 90 1 3 5 20 20 1 80 5 4 600 1 90 100 1 200 60 100 5 60 9 9 600 100 1 9 5 30 60 40 60 20 1 2 60 40 40 9 7 90 60 100 60 70 80 1 60 40 90 200 40 40 5 70 1 200 7 40 100 7 40 1 40 10 1 9 1 40 100 5 90 70 5 80 9 5 1 200 20 7 40 1 1 9 60 100 5 9 50 1 40 1 5 4 200 90 1 40 100 7 40 400 1 10 1 9 5 1 40 1 200 100 30 1 100 9 1 10 1 9 1 70 40 1 200 100 60 60 90 100 1 200 5 50 5 80 400 9 4 5 5 200 8 80 600 70 60 40 1 9 60 40 100 9 90 9 30 200 100 60 40 7 200 90 1 40 9 100 60 40 90 100 1 200 100 60 200 8 60 40 100 5 60 70 60 40 20 40 60 40 3 60 200 40 1 9 100 9 60 200 3 5 3 40 7 40 60 200 100 9 40 9 7 2 1 90 9 20 40 9 60 200 4 60 100 5 90 100 40 100 1 9 90 600 4 200 60 20 5 9 90 5 10 40 10 1 9 5 200 600 40 200 30 5 70 1 80 1 60 30 5 40 60 90 300 7 30 60 60 40 10 9 40 90 100 1 90 10 90 1 200 100 600 5 3 60 40 100 100 1 20 200 600 1 60 40 10 1 9 90 9 40 7 90 60 9 70 9 100 40 80 200 90 1 40 1 200 100 60 20 5 9 1 200 70 5 3 1 80 60 200 5 9 30 100 60 4 1 200 60 9 20 7 90 90 200 90 100 1 40 100 5 90 1 5 9 4 9 6 600 1 70 60 4 90 600 80 1 90 90 5 3 5 40 9 70 1 90 1 7 40 5 600 90 40 1 100 7 90 5 100 7 40 5 600 80 1 40 1 90 5 40 60 9 300 600 40 7 30 20 5 3 600 40 9 20 1 30 1 8 Total: 52624 = 2 x 2 x 2 x 2 x 11 x 13 x 23. 7.12.1.1.2.2.1.2 Even positioned groups of 114 from 7.12.1.2: 60 100 1 40 60 7 60 10 200 80 200 1 30 70 5 100 9 70 60 9 60 9 90 3 5 90 5 10 5 9 5 3 60 200 90 600 10 1 10 60 600 90 1 70 60 1 200 100 60 200 60 40 1 30 70 5 10 4 600 90 20 20 60 9 90 60 9 90 60 9 1 70 60 4 600 40 1 200 100 600 1 80 70 60 200 9 90 10 1 9 200 100 600 40 20 200 100 60 9 90 200 90 60 200 4 1 40 5 3 40 100 1 9 90 60 40 40 90 200 40 8 90 5 100 1 9 1 40 70 5 90 7 90 5 9 1 1 9 1 10 60 5 90 60 9 1 5 9 90 10 1 80 9 90 1 9 70 1 80 1 2 200 100 60 200 5 40 60 100 9 70 100 600 40 20 5 9 6 7 100 60 1 200 100 60 40 90 1 9 5 300 90 1 40 100 60 60 200 90 5 70 90 70 80 60 300 200 100 60 40 5 1 9 5 40 100 3 60 80 5 9 200 100 60 40 200 1 80 40 20 5 3 40 2 1 80 1 200 40 7 3 30 200 40 1 200 100 5 40 1 200 100 9 20 1 100 60 8 5 20 5 100 200 90 600 200 30 1 2 2 1 40 200 40 100 60 40 5 40 60 40 400 40 7 4 5 9 9 4 9 1 300 70 1 80 5 4 200 100 60 40 10 40 60 200 4 5 5 70 9 100 60 100 60 90 1 70 20 5 70 80 60 40 7 3 200 40 200 20 5 3 60 4 5 40 90 60 600 4 9 10 1 7 10 1 10 60 40 90 5 40 60 9 9 90 90 600 90 60 40 20 5 3 90 100 1 200 80 9 4 600 40 4 1 100 60 90 60 5 40 600 300 5 20 1 30 1 20 80 200 2 60 90 1 9 20 1 2 80 1 70 5 40 100 1 90 400 5 70 5 40 1 40 60 400 20 60 200 1 8 600 60 90 70 60 100 60 200 60 90 100 60 200 60 200 100 60 200 5 9 90 60 500 1 9 1 70 60 9 90 70 1 90 5 9 70 100 600 400 1 10 60 10 10 1 9 70 20 5 90 90 100 5 300 50 1 10 1 40 5 8 7 10 1 7 90 10 5 300 200 100 60 200 10 1 30 60 40 5 50 9 1 1 200 9 3 60 40 200 1 40 100 5 90 90 8 5 40 1 40 5 70 1 9 100 600 20 5 3 400 1 9 80 5 5 200 100 600 40 9 600 40 10 1 200 90 1 40 100 1 200 100 60 40 40 100 60 40 10 40 10 1 9 5 40 5 9 90 100 1 40 60 90 60 200 7 70 9 5 9 80 600 90 1 40 1 200 100 60 40 80 9 90 1 40 30 1 100 9 1 2 1 20 20 60 20 7 80 60 40 7 80 600 8 600 5 40 200 70 60 60 300 7 100 60 5 80 9 90 1 9 30 1 100 9 1 200 100 60 9 70 9 100 60 40 90 30 60 40 30 20 60 40 10 20 1 9 10 1 8 9 5 100 7 80 100 60 40 5 10 5 70 5 8 7 1 40 600 100 7 20 7 90 1 10 60 90 600 90 60 40 60 40 5 9 200 100 60 200 8 5 1 2 7 8 9 200 90 100 1 200 60 9 600 90 4 9 1 80 400 9 5 30 70 1 9 90 30 5 100 1 1 30 30 1 100 9 70 80 5 90 600 40 5 20 5 20 60 200 90 5 5 1 200 100 60 40 1 100 1 9 5 9 2 1 90 9 90 80 1 7 10 1 100 1 2 40 1 70 60 100 200 80 60 200 10 100 5 200 90 60 100 60 200 70 5 40 5 1 40 9 100 100 9 8 5 5 5 30 60 200 9 5 5 3 10 1 5 90 100 9 40 600 40 5 10 5 100 600 40 1 10 100 5 90 5 20 100 9 7 20 9 5 9 60 200 100 5 200 8 5 600 600 40 5 9 90 600 40 10 1 9 90 70 60 3 3 90 1 90 100 5 10 1 9 70 5 90 10 1 20 1 100 9 6 5 40 60 9 4 5 20 5 20 5 3 60 9 4 600 30 5 400 5 100 1 9 90 600 90 600 40 Total: 66220 = 2 x 2 x 5 x 7 x 11 x 43. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.1.2.2.1.2.1 Odd positioned groups of 24 from 7.12.1.3: 5 3 60 200 90 9 40 1 200 100 600 10 60 20 5 90 5 9 1 200 100 60 200 90 60 200 90 10 1 80 70 60 200 90 5 40 200 100 600 40 20 5 3 5 9 1 200 100 60 9 10 60 4 60 30 60 200 40 100 5 7 5 9 90 10 5 300 1 20 7 40 3 60 200 100 60 20 5 3 600 200 30 9 40 1 300 200 30 600 40 7 2 1 90 9 20 5 70 9 100 60 40 20 9 8 60 40 100 8 7 90 5 100 1 9 5 300 60 40 4 70 1 80 1 2 60 20 1 90 1 200 100 70 5 80 9 1 200 100 600 40 20 5 3 100 7 40 1 200 100 60 40 5 9 400 60 3 60 80 5 9 90 8 1 9 1 200 100 70 9 20 1 100 60 90 60 200 10 1 10 10 1 100 1 30 1 80 100 200 80 60 200 40 10 1 100 1 4 5 5 60 80 100 7 600 40 1 70 60 20 200 5 9 40 5 40 1 2 2 1 40 90 200 40 7 3 30 5 9 70 5 40 1 200 100 60 9 90 60 70 40 7 4 5 9 3 1 80 60 100 9 4 4 600 10 1 40 1 200 100 60 40 10 1 90 1 30 7 4 5 40 90 60 9 10 1 200 90 60 400 20 60 200 90 9 40 1 1 5 9 70 5 40 1 200 100 60 9 90 100 100 600 40 4 200 60 1 70 60 20 200 90 40 20 5 3 60 30 5 40 60 40 400 80 40 1 200 100 600 70 1 40 100 5 90 90 3 60 40 100 5 90 90 100 1 200 80 600 9 20 1 100 60 90 60 100 9 60 200 4 70 5 40 1 40 100 9 100 60 200 60 400 90 5 9 30 9 1 70 60 100 60 200 1 1 9 30 1 1 200 100 60 200 5 300 7 5 10 40 1 7 30 600 40 100 60 100 5 100 1 200 80 600 8 7 100 60 100 5 60 60 200 7 3 5 30 60 40 60 90 70 1 9 80 1 40 10 1 9 5 10 4 200 90 80 9 5 8 7 10 1 40 1 200 100 600 300 1 20 7 90 1 200 100 60 200 10 1 4 5 50 9 1 1 200 100 60 200 10 1 5 200 100 600 40 9 60 200 4 1 9 600 100 5 90 5 9 90 1 200 100 60 40 5 100 600 5 50 5 4 200 90 1 40 1 200 1 10 1 9 5 40 5 4 200 90 1 40 5 5 200 80 60 40 1 40 8 80 600 70 40 60 30 1 100 9 90 9 30 600 40 1 30 5 40 60 40 3 60 20 3 60 8 1 9 5 9 40 90 100 1 200 80 600 90 1 600 100 60 80 7 8 5 40 200 70 60 100 5 30 5 80 9 90 1 40 100 60 100 1 9 5 100 7 80 60 200 40 1 200 100 60 7 10 1 40 5 70 1 40 600 100 7 90 200 90 100 600 40 9 60 200 4 1 9 600 40 100 1 9 90 200 40 1 200 100 600 4 7 30 60 200 40 1 200 100 60 40 10 9 300 1 20 1 90 1 200 100 600 40 10 1 200 100 60 40 5 9 200 9 60 90 5 9 7 8 9 1 70 60 100 60 200 90 100 1 90 2 200 100 5 80 600 40 5 20 5 3 5 40 5 1 200 100 60 40 60 200 4 200 100 5 200 90 60 30 5 40 1 200 100 60 100 60 40 8 5 60 40 80 200 90 1 90 1 9 60 9 90 200 90 100 1 200 80 600 5 9 4 9 6 60 40 1 200 100 600 1 7 40 5 40 1 100 7 40 600 80 1 40 90 60 200 90 300 600 40 7 30 5 3 1 9 70 5 90 100 9 40 5 90 4 5 100 40 1 10 60 200 90 1 40 100 5 90 5 3 60 40 70 20 7 90 1 90 100 5 60 5 9 90 10 1 20 1 30 600 5 70 60 Total: 64504 = 2 x 2 x 2 x 11 x 733. 7.12.1.1.2.2.1.2.1.1 Even positioned groups of 24 from 7.12.1.3: 10 200 80 9 60 90 100 60 200 1 30 70 90 5 9 100 60 9 90 3 5 600 80 3 40 1 5 10 4 600 90 5 100 1 9 1 90 60 9 100 9 40 5 90 1 70 60 4 4 5 70 60 100 5 1 40 5 3 40 600 1 9 90 20 9 8 60 40 60 40 1 70 9 60 200 5 3 5 40 5 100 60 1 200 30 1 90 100 7 5 40 60 300 8 1 20 9 4 60 8 7 90 5 100 1 9 5 8 60 200 90 10 1 80 70 60 200 90 1 200 5 9 1 200 100 60 40 10 1 9 1 10 400 9 5 80 5 9 90 10 1 9 60 9 5 90 1 200 100 60 40 10 80 1 100 7 40 100 60 200 90 60 400 20 60 200 90 5 5 80 5 600 40 10 1 9 70 80 5 90 1 70 5 10 80 9 40 1 100 60 100 60 80 9 8 7 1 200 100 600 70 80 60 90 100 5 8 1 200 30 1 6 5 9 40 100 60 40 60 40 7 8 5 20 60 40 5 9 30 9 60 40 5 70 9 90 7 30 60 40 20 5 100 5 1 70 60 20 200 90 600 200 9 7 90 60 200 40 100 60 40 20 5 3 60 200 5 70 9 100 60 200 2 7 30 1 70 80 60 90 1 200 100 60 40 7 3 200 2 1 80 1 2 2 1 40 100 60 40 4 90 600 90 9 40 1 70 60 10 80 9 8 60 40 2 1 80 1 2 2 1 40 20 5 20 1 100 60 90 100 9 60 200 40 70 60 7 3 5 30 600 40 5 300 7 100 9 3 90 5 40 60 9 4 5 70 5 80 9 90 30 1 20 20 60 40 8 60 80 200 2 60 40 200 4 600 80 1 70 5 40 9 500 1 1 9 60 200 100 60 200 100 60 200 200 30 1 70 60 10 80 9 8 5 9 90 70 1 9 90 100 60 40 2 1 80 1 2 2 1 300 80 1 3 5 20 20 600 90 1 90 70 40 9 7 90 60 200 40 5 9 90 100 60 40 7 3 1 3 60 40 5 70 1 200 100 40 7 40 10 1 9 70 20 5 50 1 40 50 1 10 1 40 8 600 40 5 70 5 8 100 5 90 5 30 70 80 60 90 8 5 40 1 40 1 200 100 600 20 5 3 60 40 100 30 60 40 10 1 9 5 100 200 70 100 60 7 40 1 200 100 60 200 10 1 9 60 100 1 1 200 100 60 200 10 1 9 1 70 7 90 100 60 90 100 1 200 80 600 90 1 9 200 90 1 40 9 40 1 1 80 7 100 60 200 10 1 9 5 20 8 60 40 100 5 90 9 5 30 5 80 9 90 1 40 100 60 100 2 1 20 20 60 40 100 5 90 10 20 7 100 60 9 90 10 1 9 5 70 9 100 60 200 5 2 1 20 60 40 10 20 7 80 60 100 7 40 1 9 100 9 1 40 1 200 100 40 60 200 100 60 90 5 90 100 9 40 9 10 4 5 50 9 600 40 10 1 9 5 9 9 4 5 70 1 80 1 70 60 80 5 200 100 1 20 200 600 40 100 60 40 40 1 60 7 30 5 80 1 9 90 60 9 10 60 4 10 1 9 60 9 1 80 400 9 5 80 5 90 30 5 100 1 100 600 40 3 80 1 30 2 1 90 9 20 5 200 90 9 90 80 1 100 600 40 200 40 1 70 60 100 60 200 90 8 5 20 5 9 1 200 100 60 40 5 9 5 9 30 9 200 9 60 90 100 60 4 1 90 90 10 60 100 60 90 5 3 5 40 5 40 3 7 40 5 600 90 600 80 1 90 5 9 20 1 30 1 90 1 2 1 400 8 1 5 30 60 200 8 5 5 30 60 200 9 40 40 300 600 40 5 9 60 200 100 60 90 10 600 40 5 9 90 5 50 1 200 100 600 40 4 5 20 60 9 70 60 9 5 20 5 3 5 9 5 80 400 5 100 1 9 7 20 9 Total: 55473 = 3 x 11 x 41 x 41. 7.12.1.1.2.2.1.2.1.2 Odd positioned groups of 12 from 7.12.1.4: 5 20 600 40 60 90 100 9 70 60 9 7 1 10 60 200 90 10 1 10 600 90 1 70 20 20 60 9 90 3 5 600 80 3 60 9 100 60 9 90 10 1 9 80 60 9 90 1 100 5 5 40 100 1 9 90 3 80 1 300 90 60 200 100 60 90 5 3 5 40 7 8 100 7 10 1 9 5 90 100 9 8 1 200 60 100 9 1 80 8 7 90 5 100 1 9 40 5 9 70 60 9 60 200 40 100 9 100 60 200 100 60 40 90 200 40 8 20 1 90 60 200 90 1 40 100 5 90 60 9 1 80 60 200 5 3 40 600 90 1 40 60 100 9 90 1 9 5 300 60 2 7 8 7 90 1 40 10 1 9 5 40 100 600 10 1 100 7 2 200 100 5 80 600 40 60 200 4 5 40 60 200 5 9 90 70 60 90 1 90 60 200 60 200 4 5 5 40 80 7 30 1 600 90 40 5 9 600 8 5 9 60 7 3 5 30 400 60 40 4 5 100 60 100 5 4 5 90 40 600 40 60 200 40 1 200 100 600 40 5 30 9 40 2 1 80 1 2 2 1 40 7 9 1 300 8 60 40 60 40 70 1 80 5 100 60 90 1 70 5 90 100 5 9 20 5 9 100 600 4 9 10 1 9 600 5 10 5 5 9 7 90 60 200 40 1 70 60 20 5 9 40 1 8 5 20 5 100 5 1 70 60 3 5 9 1 200 100 60 9 90 60 70 9 9 90 100 60 40 20 5 3 60 200 90 9 1 80 10 1 10 60 40 5 70 60 9 7 8 7 100 600 9 4 600 40 4 5 60 70 90 3 9 40 5 100 1 9 20 1 2 600 20 60 200 20 5 3 600 40 1 8 600 60 5 9 90 60 500 5 90 8 5 10 1 9 30 1 90 10 1 9 5 70 9 100 1 100 40 100 60 40 4 5 9 7 90 60 200 40 9 90 100 80 1 100 9 600 100 1 9 100 70 80 1 9 100 600 80 9 60 40 90 200 1 40 100 5 90 1 200 100 60 40 70 5 100 5 90 90 100 5 300 1 40 60 40 5 9 10 1 20 1 30 60 40 5 40 100 7 1 200 100 60 200 5 40 5 70 1 9 50 40 10 1 9 5 30 70 100 200 90 1 40 40 5 9 90 100 7 40 10 5 300 1 20 100 60 40 100 7 40 400 20 1 30 200 4 3 1 3 60 40 1 200 100 60 40 5 9 60 40 10 200 80 7 40 1 9 60 40 60 40 90 100 1 200 80 60 40 1 200 100 60 40 60 90 60 200 10 7 8 5 20 7 70 1 9 30 1 100 9 1 1 200 100 60 200 60 200 70 80 60 300 7 100 60 200 4 9 40 9 30 1 100 9 90 30 60 40 30 60 40 5 10 5 9 10 1 9 5 70 5 8 60 200 3 5 3 80 1 30 30 5 40 7 40 100 60 100 5 90 100 1 200 80 60 200 90 5 50 5 200 600 40 200 30 600 40 60 40 60 200 40 100 5 90 100 1 90 10 5 40 10 1 9 5 40 100 80 9 90 9 40 100 60 200 8 5 60 200 10 1 100 1 2 9 90 5 30 70 1 9 6 60 40 100 5 60 40 1 20 20 60 200 90 5 90 600 90 7 20 5 90 100 9 10 1 100 1 2 1 200 70 5 70 60 9 8 5 40 5 70 9 70 5 3 1 80 60 100 9 8 5 60 200 8 5 40 100 5 90 1 200 100 600 600 40 100 60 5 70 9 70 1 90 1 40 100 7 1 40 5 2 60 7 90 5 40 60 9 7 40 9 100 60 200 100 5 90 100 9 8 5 600 40 5 10 5 9 5 90 100 600 100 600 1 9 5 200 8 5 600 90 4 80 1 30 50 60 200 90 10 1 9 70 5 80 9 8 60 40 1 300 5 90 9 4 600 30 5 40 Total: 58861 = 11 x 5351. SF: 5362 = 2 x 7 x 383. SF: 392 = 2 x 2 x 2 x 7 x 7. 7.12.1.1.2.2.1.2.2 Even positioned groups of 12 from 7.12.1.4: 60 100 1 40 60 200 40 5 20 8 7 60 60 9 90 5 10 5 9 40 60 9 90 20 10 1 9 100 60 40 1 30 70 5 20 600 600 90 60 200 90 9 40 1 200 100 600 100 60 9 90 60 9 7 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 600 40 9 1 90 70 1 80 1 10 200 80 30 60 9 90 7 30 600 40 4 9 1 100 5 9 1 100 60 200 8 5 60 200 10 1 100 7 90 10 1 9 60 70 5 90 600 40 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 5 9 10 1 9 6 7 100 60 200 40 100 70 5 9 4 7 600 90 70 80 60 300 7 60 40 200 70 60 100 600 40 1 80 400 9 100 5 20 5 3 5 9 1 200 100 600 60 90 9 10 1 9 60 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 1 100 600 60 400 20 600 4 5 90 30 9 20 5 3 60 30 5 40 60 40 2 1 80 9 20 1 100 60 90 100 9 40 1 8 5 60 30 5 40 60 40 400 80 9 90 100 60 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 9 100 7 90 600 40 100 1 9 100 60 40 5 9 90 4 5 60 7 3 5 30 600 40 600 200 30 9 40 60 9 4 5 5 9 70 9 7 90 600 9 7 90 60 200 40 100 60 100 1 200 80 600 8 7 100 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 5 40 600 300 5 20 5 9 1 20 20 1 100 60 100 1 90 400 5 9 80 1 90 1 9 30 1 100 60 90 100 60 200 4 9 10 90 60 20 1 60 90 5 9 70 5 100 60 1 70 5 20 200 90 5 40 1 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 80 1 20 1 2 60 40 100 5 90 100 60 60 40 60 20 7 40 100 7 40 90 70 5 400 20 1 30 200 4 1 10 60 10 10 9 7 10 1 40 5 70 9 100 7 90 10 5 9 3 60 40 200 70 5 100 7 90 1 40 5 90 400 1 9 80 5 2 1 90 9 20 20 1 2 60 40 100 60 40 10 1 20 1 5 5 40 5 70 1 9 50 1 40 1 200 1 200 100 60 40 100 1 9 30 1 100 9 5 50 5 80 400 60 30 5 40 60 9 4 100 60 200 100 60 40 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 40 100 5 90 4 5 1 200 100 60 40 4 80 60 40 9 40 1 70 20 7 80 600 8 9 30 1 100 9 1 30 60 200 5 1 200 40 10 1 9 10 1 8 7 30 5 40 60 10 5 300 1 20 7 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 200 60 20 7 90 100 1 9 5 9 90 5 60 30 5 40 60 9 5 2 20 1 90 300 9 20 5 3 60 40 100 5 90 60 10 1 60 30 600 40 90 600 90 60 40 90 5 1 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 40 1 100 1 9 90 600 90 1 9 5 9 100 1 200 80 60 200 10 1 9 70 9 90 8 600 40 200 40 1 200 100 60 40 5 9 200 100 60 10 1 9 60 9 20 7 90 100 70 60 4 5 5 10 100 7 90 600 80 1 40 1 100 7 90 70 5 80 9 4 5 100 20 7 20 5 3 600 40 7 20 9 7 20 1 100 9 30 5 5 3 10 1 100 5 20 20 5 3 60 40 60 100 9 7 20 9 1 10 1 9 20 1 2 600 40 90 70 60 3 100 9 6 5 40 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 59785 = 5 x 11 x 1087. 7.12.1.1.2.2.2 Odd positioned groups of 2 from 7.12.1.5: 60 100 60 200 20 8 10 200 9 70 7 90 100 60 3 5 60 200 40 1 600 10 60 1 60 200 1 9 40 1 20 20 90 3 80 3 90 60 1 200 100 60 10 1 60 200 600 40 3 5 200 100 90 1 3 40 5 5 1 9 5 4 9 30 1 40 60 9 3 5 8 7 90 10 1 20 200 5 40 5 1 200 10 40 8 1 60 9 30 600 60 100 80 8 5 100 1 300 5 60 1 9 8 7 100 1 90 10 70 60 1 200 90 20 60 40 200 100 90 200 1 40 90 7 10 30 5 9 90 60 80 400 80 5 10 1 80 1 20 1 200 100 5 100 20 5 9 10 6 7 90 1 300 60 8 7 40 100 70 80 7 100 1 200 40 5 80 5 8 1 200 100 200 1 80 5 200 100 600 40 100 5 3 5 200 100 70 9 90 1 200 10 1 30 100 200 8 7 100 600 60 90 4 1 9 40 40 7 30 60 40 5 8 5 7 3 600 40 4 5 9 60 40 7 20 60 60 40 9 90 60 40 3 200 3 30 600 40 40 1 9 20 60 90 40 1 20 5 2 2 7 9 60 200 60 40 4 5 1 80 9 4 300 200 40 10 7 30 60 200 100 60 70 5 5 9 70 80 20 5 200 90 7 4 90 60 60 400 200 90 1 1 7 1 60 40 9 7 200 40 5 9 5 60 5 30 5 9 100 5 60 100 4 200 70 60 2 1 2 2 20 5 9 9 40 70 7 90 7 90 9 90 40 20 60 200 40 1 100 600 5 7 30 600 300 7 40 60 5 70 9 90 90 90 200 80 7 100 4 600 5 40 5 20 1 20 30 1 9 20 600 40 600 80 5 40 40 1 9 100 60 400 200 70 60 200 30 1 90 100 5 9 500 5 5 10 1 70 9 70 60 1 1 1 60 200 40 1 600 40 100 5 5 1 2 2 100 60 5 9 1 80 600 10 9 40 100 1 600 100 100 60 3 5 40 60 7 90 40 5 100 60 1 40 1 200 40 60 40 100 1 40 90 1 60 40 80 9 10 60 9 40 10 1 20 5 10 1 600 40 5 8 1 200 200 10 10 1 30 60 9 3 200 70 7 90 100 5 5 70 50 1 200 100 5 3 100 600 60 200 9 600 1 1 60 40 1 2 100 60 40 5 100 7 5 300 7 40 50 1 200 100 50 5 90 1 1 9 5 4 1 40 100 10 1 70 1 3 1 200 5 50 400 60 40 60 5 5 1 9 60 40 1 100 9 30 1 40 1 1 100 60 100 8 100 5 9 90 70 60 40 60 200 10 5 20 9 5 200 100 4 9 5 80 1 40 20 20 100 5 20 7 40 5 70 60 200 70 300 7 9 30 9 1 200 5 100 60 30 60 60 200 1 20 10 20 100 7 200 40 100 60 10 1 100 7 5 300 7 90 60 200 3 80 30 5 40 60 1 90 5 200 600 40 200 4 1 9 40 1 600 4 20 40 9 5 5 50 600 40 60 30 60 9 20 1 7 30 100 1 5 300 1 90 100 600 20 200 100 60 1 60 1 90 10 60 30 600 600 90 100 60 5 60 1 100 7 8 9 600 5 10 60 9 400 9 5 100 600 40 1 30 100 600 20 5 40 1 60 200 40 1 9 90 1 9 2 1 1 100 1 100 200 40 60 100 200 90 5 40 100 60 5 40 90 1 600 40 1 200 70 5 80 60 8 5 5 9 9 20 100 1 9 90 100 1 4 9 40 1 600 1 4 90 5 40 60 5 70 1 40 1 90 70 9 4 7 40 5 40 7 90 90 300 7 30 1 30 1 2 8 1 100 5 200 9 100 9 5 3 600 40 5 9 100 600 40 1 9 7 1 40 40 5 200 100 5 9 50 1 600 40 9 90 100 5 60 200 1 9 100 9 40 1 60 40 4 5 4 600 40 5 80 400 1 9 Total: 62095 = 5 x 11 x 1129. 7.12.1.1.2.3 Even positioned groups of 2 from 7.12.1.5: 1 40 40 5 7 60 80 100 60 9 5 9 9 90 5 3 90 9 200 100 1 10 200 100 90 10 100 60 30 70 60 9 5 600 60 9 9 40 100 600 200 90 80 70 200 100 20 5 9 1 60 9 40 5 600 100 40 100 90 3 60 10 1 90 60 9 10 5 40 7 5 9 5 300 9 60 3 5 100 60 100 7 60 300 20 30 90 7 40 4 9 1 7 90 1 9 200 8 200 10 4 60 90 5 60 200 1 80 200 90 100 7 9 8 100 60 60 40 40 8 70 5 20 9 7 90 1 5 9 1 9 5 9 90 70 1 2 60 90 1 60 200 600 40 3 5 1 9 100 60 9 5 2 7 90 1 60 90 60 300 7 40 100 60 3 60 9 90 9 1 60 40 9 70 90 2 5 80 60 200 20 5 9 1 600 60 20 60 90 60 1 100 1 80 80 9 1 200 70 80 60 200 6 5 100 60 3 5 40 1 9 600 9 60 5 30 1 600 90 30 40 60 8 5 30 9 5 70 7 30 20 5 40 7 5 40 60 200 200 100 1 100 100 9 8 5 100 1 1 40 7 90 40 100 40 7 9 3 60 100 9 1 100 60 1 8 5 40 4 5 90 1 90 100 20 5 60 200 3 60 1 30 5 40 200 90 20 60 9 40 9 100 40 100 4 5 90 60 1 70 90 4 7 3 600 40 70 5 1 70 600 40 60 1 60 40 80 1 1 40 3 5 60 200 60 9 600 9 60 200 100 60 5 3 90 9 200 7 60 4 3 5 40 5 90 5 9 4 5 80 90 600 100 1 600 8 600 9 40 4 600 300 5 9 20 1 20 1 1 2 200 4 1 70 70 5 40 100 60 200 20 60 60 100 1 9 100 60 60 200 90 60 90 8 1 9 60 5 5 100 9 30 200 100 5 10 7 30 100 60 1 70 80 1 1 40 40 4 7 90 5 4 5 40 1 90 200 9 1 9 200 7 30 60 40 9 60 200 9 90 70 80 5 70 100 60 20 7 7 40 100 5 200 100 70 5 5 1 10 10 7 40 9 70 50 1 40 8 5 70 7 10 100 60 1 9 20 1 40 5 60 40 5 100 1 40 90 40 1 9 40 1 600 20 5 200 40 9 4 1 40 10 200 100 5 20 60 40 40 10 9 90 40 10 1 20 1 9 40 1 600 5 4 200 1 10 5 40 200 90 1 200 1 9 7 3 60 40 100 60 5 80 30 5 9 4 200 40 60 40 60 30 9 90 200 90 9 40 80 7 40 90 60 40 90 5 100 60 40 20 90 60 7 8 7 70 9 1 60 40 5 30 9 90 2 1 60 40 90 10 80 60 40 200 100 60 80 60 100 60 1 100 30 60 1 200 9 90 40 30 5 2 60 40 9 5 80 60 1 200 40 5 40 600 90 10 1 20 1 200 3 5 1 30 40 7 200 2 9 20 90 100 9 60 40 100 90 200 200 100 200 60 10 1 9 90 5 200 200 30 5 40 5 2 90 300 60 90 90 10 1 20 1 200 100 1 600 40 40 40 40 10 60 9 4 60 40 90 60 40 200 8 200 10 1 2 9 60 90 4 1 9 1 80 90 30 1 100 3 80 30 1 40 5 3 60 20 20 90 5 100 1 600 90 5 9 90 10 1 2 600 40 1 70 100 5 60 30 1 200 200 70 80 200 90 8 200 40 100 60 3 1 100 9 60 200 30 60 7 90 9 60 200 90 5 9 6 60 200 100 70 60 5 3 5 100 70 9 90 1 100 7 5 80 5 100 5 90 60 9 60 200 600 40 9 20 1 90 1 400 40 9 30 60 40 1 30 5 10 1 5 10 5 90 100 600 10 100 20 9 300 600 9 60 600 40 90 5 200 100 10 1 1 90 60 50 90 10 70 5 6 5 200 100 60 9 20 9 30 5 9 5 5 100 Total: 55792 = 2 x 2 x 2 x 2 x 11 x 317. SF: 336 = 2 x 2 x 2 x 2 x 3 x 7. 7.12.1.1.2.4 Odd positioned groups of 3 from 7.12.1.5: 40 60 200 8 7 60 100 9 70 90 5 9 90 3 5 200 90 9 100 600 10 1 200 100 10 1 9 1 30 70 9 90 3 3 60 9 40 1 200 60 200 90 70 60 200 40 20 5 1 200 100 1 40 5 100 5 5 9 90 3 10 9 30 40 60 9 5 3 5 7 5 9 300 1 20 5 3 5 60 1 200 40 60 300 30 60 9 600 40 4 1 80 8 100 1 9 8 5 60 9 4 60 5 100 1 10 1 80 90 1 200 20 9 8 60 200 100 200 40 8 5 90 7 30 7 90 5 90 60 400 9 5 90 10 1 1 2 60 1 200 100 100 600 40 5 9 10 7 100 60 5 300 60 7 90 1 90 70 80 100 7 40 60 40 5 5 9 90 1 200 100 1 9 70 2 200 100 40 60 200 5 3 5 100 600 60 60 90 1 10 1 100 80 100 200 7 1 200 80 60 90 1 6 5 60 40 7 60 40 1 600 8 5 3 5 30 600 4 5 60 40 60 5 20 60 40 5 70 30 60 40 200 40 7 40 600 40 1 200 100 100 60 90 1 8 5 1 2 2 9 7 90 100 60 40 5 9 3 100 9 4 200 100 60 8 7 30 200 4 5 1 70 5 9 20 5 200 20 5 90 1 30 40 90 60 400 20 60 40 1 1 1 40 100 5 9 7 40 1 70 4 5 60 30 600 40 5 100 5 100 600 40 1 70 60 1 80 1 40 20 5 9 60 200 9 7 90 90 60 200 60 40 20 200 90 9 7 100 600 7 3 5 5 300 7 60 9 4 80 9 90 90 100 1 8 7 100 600 40 4 300 5 20 20 20 1 1 9 20 40 200 4 70 5 40 1 40 100 200 60 400 70 60 100 9 30 1 100 60 200 60 500 5 10 1 9 5 9 70 1 9 30 100 60 200 1 7 30 60 100 5 1 80 1 40 100 60 9 7 90 4 600 10 40 1 90 9 600 100 60 200 7 60 40 60 90 60 200 90 100 60 40 5 70 60 40 60 100 7 40 5 90 1 40 70 5 1 10 60 40 7 40 70 20 5 1 40 8 70 5 8 200 100 60 9 10 1 60 40 5 40 200 70 90 1 40 40 5 70 1 40 1 20 5 3 600 40 9 1 9 600 1 200 100 20 1 2 60 40 10 90 100 7 300 1 20 9 50 1 100 600 5 200 90 1 9 5 40 90 1 40 10 1 9 3 1 3 200 100 60 80 400 60 60 9 4 40 1 9 40 60 30 90 9 30 40 9 40 7 100 60 8 60 40 5 9 90 60 40 20 60 200 10 20 7 70 1 200 100 9 5 30 90 1 40 20 60 40 10 20 7 5 40 200 60 200 70 7 100 60 100 9 1 5 1 200 90 30 60 200 5 2 40 10 20 7 80 60 200 100 60 1 40 600 10 5 300 90 1 200 5 3 80 5 40 7 2 1 90 200 90 100 60 200 4 9 90 200 100 600 4 40 10 1 90 5 50 40 200 30 40 60 9 1 90 300 90 100 1 300 1 20 200 100 600 200 600 40 40 1 60 90 60 9 60 30 600 90 60 40 8 5 60 100 1 2 60 9 600 10 1 9 80 400 9 100 1 100 80 1 30 600 40 5 60 40 1 200 90 5 1 9 90 9 5 9 10 1 100 100 600 40 70 60 100 90 60 30 200 100 60 40 80 200 8 600 40 200 100 60 1 80 60 5 60 200 60 9 20 1 9 60 90 100 1 9 6 60 100 600 1 90 5 3 100 60 5 1 90 1 7 90 70 4 5 100 90 5 40 90 60 200 40 7 30 30 1 90 400 8 1 5 30 60 1 100 9 3 10 1 10 5 9 600 100 600 100 9 7 40 300 600 60 200 100 9 90 5 100 600 40 90 1 90 50 60 200 9 70 5 5 40 1 40 60 9 9 4 600 5 9 5 100 1 9 Total: 63239 = 11 x 5749. 7.12.1.10 Even positioned groups of 3 from 7.12.1.5: 60 100 1 40 5 20 10 200 80 60 9 7 100 60 9 5 3 60 40 1 200 1 10 60 60 200 90 100 60 40 20 20 60 5 600 80 90 60 9 100 600 100 10 1 80 200 100 600 3 5 9 60 9 90 3 40 600 40 100 1 5 4 60 1 90 1 60 9 10 40 7 8 90 10 5 9 60 200 40 5 100 100 7 10 8 1 20 90 7 30 60 100 9 7 90 5 1 300 200 200 10 1 8 7 90 60 200 90 70 60 200 100 7 90 60 40 100 60 40 90 1 40 70 20 9 10 5 9 1 9 1 80 80 5 9 70 1 80 20 1 90 60 200 5 20 5 3 1 9 6 90 1 9 2 7 8 40 100 60 60 300 7 1 200 100 3 60 80 8 1 9 60 40 200 80 5 90 5 80 600 100 5 20 9 1 200 70 9 20 90 60 200 1 30 1 80 9 8 100 600 70 60 200 4 9 40 100 3 5 30 40 5 9 9 60 7 600 40 1 90 30 9 40 7 8 30 9 60 9 90 7 20 5 3 3 30 5 60 200 40 9 20 1 100 9 40 20 5 100 1 40 7 60 200 40 40 7 4 1 80 60 9 1 300 40 10 1 5 40 60 100 60 90 90 100 5 70 80 60 3 60 200 7 4 5 200 90 60 200 90 9 9 100 7 60 40 4 90 60 200 5 9 90 7 3 5 5 9 70 1 70 60 4 200 60 60 40 2 2 2 1 3 5 9 40 70 60 600 9 7 9 90 100 5 3 60 40 1 200 60 4 5 30 600 40 90 5 40 5 70 5 90 600 90 200 80 600 600 9 4 5 40 600 5 9 1 30 1 20 1 2 600 600 80 1 70 5 40 9 100 60 20 60 200 60 200 1 100 60 90 5 9 90 90 8 5 1 70 60 5 100 60 1 1 200 5 10 40 600 40 100 1 70 5 2 2 1 40 4 5 1 80 5 5 40 9 100 1 200 1 9 100 3 5 30 40 9 7 40 5 9 70 80 1 1 200 100 20 7 40 1 40 100 200 100 60 80 9 5 10 10 9 10 1 9 50 1 10 600 40 5 7 10 1 200 10 1 20 1 30 9 3 60 5 100 7 100 5 90 1 9 50 200 100 600 5 200 100 60 200 4 40 10 1 60 40 5 60 40 100 40 5 9 40 10 5 7 40 1 40 1 200 50 5 4 1 10 1 5 4 200 1 200 100 1 70 7 60 40 1 5 50 5 30 5 40 5 5 200 60 40 60 1 100 9 200 90 1 1 1 80 40 90 100 100 5 90 100 60 70 40 60 90 7 8 5 9 5 9 60 40 4 5 80 9 2 1 20 100 5 90 80 60 40 70 60 100 80 60 300 9 30 1 30 60 200 100 60 9 40 30 60 1 20 60 9 5 100 200 40 1 40 5 10 100 7 90 1 20 7 60 200 3 1 30 30 40 60 200 9 20 5 600 40 9 40 100 1 40 1 200 200 60 20 9 5 9 5 200 600 60 30 5 5 2 20 7 30 60 90 10 5 1 90 1 100 1 20 100 60 40 40 10 1 10 60 4 40 90 600 100 60 200 200 10 1 7 8 9 90 4 5 60 9 1 90 30 5 600 40 3 30 1 100 20 5 3 20 20 60 40 1 100 600 90 1 2 1 90 1 2 1 200 40 1 100 5 200 5 40 1 200 70 5 90 1 90 200 40 1 70 5 3 100 9 8 5 9 30 7 90 100 9 90 200 5 9 4 40 1 200 70 60 4 5 40 5 70 9 70 40 1 100 5 80 9 7 40 5 60 9 7 90 300 600 9 20 1 1 2 1 40 9 100 200 9 40 30 5 5 600 40 5 5 90 100 40 1 10 20 9 1 40 5 9 600 40 5 50 1 200 10 1 9 100 5 60 90 10 1 100 9 6 200 100 60 4 5 20 30 5 40 80 400 5 Total: 54648 = 2 x 2 x 2 x 3 x 3 x 3 x 11 x 23. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.10.1 Odd positioned groups of 90 from 7.12.1.5: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 100 9 70 60 9 7 90 5 9 100 60 9 90 3 5 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 1 200 100 60 200 90 10 1 9 100 60 40 1 30 70 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 40 1 200 100 600 100 60 200 90 10 1 80 70 60 200 60 100 9 1 80 8 7 90 5 100 1 9 1 300 200 8 5 60 200 10 1 9 4 60 8 7 90 5 100 1 60 200 90 10 1 80 70 60 200 90 1 200 100 7 90 20 9 8 60 40 100 60 200 100 60 40 90 200 40 8 1 40 70 5 90 7 20 9 10 30 7 90 5 9 1 5 90 60 9 1 80 400 9 5 80 5 9 90 10 1 100 5 20 5 3 5 9 1 200 100 600 60 70 9 20 60 90 1 90 60 200 10 1 100 1 30 1 80 100 200 80 9 8 7 1 200 100 600 70 80 60 90 60 200 4 1 6 5 9 40 100 60 40 7 3 5 30 60 40 1 40 5 9 600 8 5 9 60 7 3 5 30 600 40 1 600 4 5 90 30 9 60 40 60 40 7 8 5 20 60 100 60 90 1 70 5 90 100 5 9 20 5 70 80 60 200 20 5 3 60 200 90 1 30 7 4 5 40 90 60 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 1 40 100 60 40 4 5 9 7 90 60 200 40 1 70 5 9 90 4 5 60 7 3 5 30 600 40 5 9 70 5 100 5 1 70 60 100 600 40 4 200 60 1 70 60 5 40 600 300 5 20 5 9 1 20 20 1 30 1 20 1 9 20 1 2 600 40 200 4 600 80 1 70 5 40 70 5 40 1 40 100 9 100 60 200 60 400 20 60 200 70 60 100 60 200 1 9 30 1 100 60 90 100 60 200 5 9 90 60 500 5 90 8 5 10 1 9 1 70 60 5 9 70 5 100 60 1 9 30 1 1 200 100 60 200 1 40 100 5 90 1 200 100 60 40 70 5 80 9 5 1 10 60 10 10 9 40 7 40 10 1 9 70 20 5 50 1 10 1 40 8 600 40 5 70 5 8 7 10 1 200 100 60 200 10 1 9 10 1 20 1 30 60 40 5 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 5 50 5 80 400 60 30 5 40 60 9 4 5 5 200 40 1 9 60 40 60 40 60 30 1 100 9 90 9 30 200 90 1 40 9 40 1 1 80 7 100 60 40 90 100 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 60 200 3 5 3 80 1 30 30 5 40 7 40 60 200 2 1 90 9 20 5 200 90 100 600 40 9 60 200 4 40 100 1 9 90 200 40 1 200 100 600 4 200 60 20 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 1 100 1 9 90 600 90 1 9 5 9 2 1 90 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 100 5 200 90 60 30 5 40 1 200 100 60 200 70 5 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 60 9 20 7 90 100 1 9 60 9 90 200 90 100 1 600 40 5 10 5 9 5 90 100 600 100 600 40 1 10 100 9 7 20 9 1 40 300 600 40 5 9 60 200 100 600 40 5 9 90 5 50 1 200 100 600 40 10 1 9 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 Total: 63140 = 2 x 2 x 5 x 7 x 11 x 41. 7.12.1.10.1.1 Even positioned groups of 90 from 7.12.1.5: 200 100 600 40 20 5 3 5 9 1 200 100 60 9 90 1 40 5 3 40 600 100 5 5 40 100 1 9 90 3 5 4 60 10 9 30 1 90 1 40 60 9 60 9 10 5 3 5 40 7 8 7 5 9 90 10 5 300 1 20 9 60 200 5 3 5 40 5 100 60 1 200 100 7 10 40 60 300 8 1 20 30 60 9 90 7 30 600 40 4 70 1 80 1 2 60 20 1 90 1 200 100 60 200 5 100 600 40 20 5 3 5 9 10 1 9 6 7 100 60 90 1 9 5 300 60 2 7 8 7 90 1 40 100 60 90 70 80 60 300 7 100 7 40 1 200 100 60 40 5 3 60 80 5 9 90 8 1 9 1 200 100 60 40 200 1 9 70 80 5 90 2 200 100 5 80 600 40 60 200 30 9 60 40 5 70 9 90 7 30 60 40 20 5 3 200 40 7 3 30 5 40 600 40 60 200 40 1 200 100 9 20 1 100 60 90 100 9 40 1 8 5 20 5 100 1 2 2 1 40 7 9 7 90 60 200 40 100 60 40 40 7 4 5 9 3 1 80 60 100 9 4 9 1 300 200 100 60 40 10 1 8 7 30 5 40 60 200 4 5 60 40 2 1 80 1 2 2 1 40 20 5 3 5 9 9 60 200 40 70 60 9 7 90 600 9 7 90 60 200 9 90 100 60 40 20 5 3 60 200 90 9 40 1 200 7 100 600 60 4 5 7 3 5 30 600 40 5 300 7 90 5 40 60 9 4 5 70 5 80 9 90 90 600 90 90 100 1 200 80 600 8 7 100 600 9 4 600 40 4 5 10 40 1 7 30 600 40 100 60 100 5 1 70 5 1 80 1 2 2 1 40 100 60 40 4 5 9 7 90 1 80 5 4 600 10 5 40 9 40 1 90 100 1 200 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 1 200 100 60 40 5 20 1 2 60 40 100 60 40 10 40 5 9 90 100 7 40 10 5 300 1 20 7 40 1 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 1 10 1 9 5 40 5 4 200 90 1 40 1 200 100 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 5 40 200 70 60 100 60 200 70 80 60 300 7 100 60 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 9 5 100 7 80 60 200 40 1 200 100 60 40 5 10 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 90 60 9 10 60 4 60 30 600 40 90 600 90 60 40 100 60 200 8 5 60 200 10 1 100 1 2 7 8 9 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 90 5 3 5 40 5 100 60 5 70 9 70 1 90 1 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 9 20 1 30 1 90 1 2 1 400 8 1 40 9 100 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 Total: 54747 = 3 x 3 x 7 x 11 x 79. 7.12.1.10.1.1.1 Odd positioned groups of 570 from 7.12.1.6: 9 60 90 100 60 200 1 30 70 5 20 600 40 60 90 600 80 3 60 9 90 5 10 5 9 40 60 9 90 20 200 90 10 1 10 600 90 1 70 60 20 5 90 5 9 5 20 600 40 1 5 10 4 600 90 5 100 1 9 1 100 9 40 5 90 1 70 60 4 600 90 60 200 90 9 90 5 40 100 60 9 90 10 1 9 80 60 9 90 1 60 9 7 90 60 200 90 60 200 4 5 70 60 100 5 80 1 300 1 9 90 20 9 8 60 40 60 40 1 70 60 4 60 30 60 200 40 100 5 90 60 200 100 60 90 7 40 3 600 40 9 1 90 70 1 80 1 10 200 80 1 9 5 90 100 9 8 1 200 30 1 90 100 7 5 9 1 100 60 200 100 60 20 5 3 600 200 30 9 40 30 600 40 7 2 1 90 9 20 5 9 1 100 60 200 9 5 8 40 5 9 70 60 9 60 200 40 100 9 100 10 1 9 60 70 5 90 600 40 5 70 9 100 60 40 20 1 90 8 7 90 5 100 1 9 5 300 60 40 4 200 100 60 40 10 1 9 1 10 60 200 90 1 40 100 9 60 9 300 1 80 9 90 1 9 60 9 100 1 90 3 40 600 90 1 40 60 100 9 70 5 80 9 1 200 200 40 100 5 90 1 200 100 60 40 10 80 1 100 7 200 90 60 400 20 60 200 90 5 70 5 9 4 7 600 9 400 60 40 10 1 9 5 40 100 600 10 1 100 7 70 60 100 600 40 1 80 400 9 5 80 5 600 40 10 4 5 40 1 70 5 10 80 9 40 1 100 60 100 60 1 100 60 90 60 200 10 1 10 60 200 5 9 90 70 80 60 200 90 9 10 1 9 60 200 10 1 70 5 10 5 5 40 80 7 30 1 600 90 100 5 8 1 200 30 20 9 1 40 10 1 100 1 4 5 5 60 80 100 7 70 60 20 200 5 9 40 5 40 1 100 600 60 400 20 40 5 9 400 60 40 4 5 100 60 100 5 4 5 90 60 30 5 40 60 40 2 1 80 1 2 2 1 40 90 600 40 5 9 70 5 40 1 200 100 60 9 90 60 70 5 1 70 60 20 200 90 600 200 30 9 40 2 1 80 20 5 3 60 30 5 40 60 40 400 80 9 90 100 60 8 60 40 60 40 70 1 80 5 4 600 10 1 40 1 1 200 100 60 200 5 70 9 100 60 200 2 7 30 1 90 1 200 100 60 40 7 3 200 40 7 1 200 100 60 9 10 1 9 100 600 4 9 10 1 9 600 5 10 5 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 9 40 1 70 20 7 80 600 8 600 100 60 80 7 8 200 4 9 5 30 5 80 9 90 1 40 100 60 100 1 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 5 9 10 1 9 5 70 5 8 7 10 1 40 5 70 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 100 60 90 5 90 100 9 40 9 7 90 60 200 90 60 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 7 90 100 1 9 5 9 90 5 10 4 5 50 9 600 600 40 60 9 4 5 70 1 80 1 70 60 80 5 200 200 40 1 200 100 60 40 10 9 40 60 200 40 100 5 40 10 1 9 20 5 3 60 40 100 5 90 60 10 1 9 5 40 100 80 9 90 9 40 7 30 5 80 1 9 90 5 1 200 100 60 40 5 9 200 9 60 90 5 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 5 80 5 9 90 5 30 70 1 9 6 60 40 100 5 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 9 20 5 200 90 9 90 80 1 7 20 5 90 100 9 60 200 90 100 1 200 80 60 200 10 1 9 70 9 90 70 60 9 8 5 40 5 70 9 100 60 40 8 5 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 9 200 9 60 90 100 60 4 1 200 100 60 10 1 9 200 80 600 8 5 40 100 5 90 1 200 100 600 600 40 5 5 10 100 7 90 600 80 1 90 90 10 60 100 60 40 100 7 40 3 7 40 5 600 90 600 80 1 90 5 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 60 200 90 1 40 100 5 90 5 20 5 3 60 40 60 60 90 10 1 9 5 200 8 5 600 90 4 80 1 30 20 1 2 600 40 90 70 60 3 3 60 40 70 20 7 80 9 8 5 9 90 10 1 20 1 30 600 5 70 60 60 9 70 60 9 5 20 5 3 60 40 1 300 5 90 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 81543 = 3 x 7 x 11 x 353. 7.12.1.10.1.1.1.1 Even positioned groups of 570 from 7.12.1.6: 90 600 40 100 1 9 100 60 40 2 1 80 1 2 2 60 20 5 90 600 90 9 40 1 70 60 10 80 9 8 5 40 1 200 100 60 9 90 100 9 40 1 8 5 20 20 200 90 600 200 30 9 40 60 9 4 5 5 9 70 1 200 100 60 9 90 60 70 9 20 1 100 60 90 100 40 100 60 40 20 5 3 60 30 5 40 60 40 400 80 100 600 70 1 40 100 5 90 90 100 1 200 80 600 8 100 9 3 1 80 10 1 10 60 40 5 70 60 9 7 5 10 80 1 6 60 40 20 5 3 60 40 100 5 90 5 60 70 9 20 1 100 60 90 60 100 9 60 200 4 20 60 40 8 60 80 200 2 60 90 3 9 40 5 100 9 500 1 100 60 100 1 90 400 5 9 80 1 90 1 20 5 3 600 40 1 8 600 60 90 5 9 30 9 1 4 9 10 1 9 60 200 100 60 200 100 60 200 200 30 10 80 9 8 5 9 90 70 1 90 60 20 1 60 90 5 300 7 30 1 90 10 1 9 5 70 9 100 1 100 20 200 90 5 40 1 200 100 60 9 90 100 60 40 2 60 200 40 300 80 1 3 5 20 20 600 90 1 90 70 80 600 8 7 100 60 100 5 60 9 90 100 80 1 100 90 70 1 80 1 20 1 2 60 40 100 5 90 100 60 9 100 600 80 9 60 40 90 200 40 7 3 1 3 60 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 8 7 10 1 40 1 200 100 600 400 20 1 30 200 4 50 1 40 100 5 90 90 100 5 300 1 40 60 40 5 40 5 70 9 100 7 90 10 5 300 1 20 7 90 1 40 100 7 4 5 50 9 1 1 200 100 60 200 10 1 5 30 70 80 60 90 8 5 40 1 200 100 60 200 5 60 40 100 5 90 400 1 9 80 5 2 1 90 9 20 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 20 1 30 60 40 10 1 9 5 100 200 70 100 60 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 40 1 200 100 60 40 100 7 40 400 20 1 30 200 4 60 40 100 1 9 30 1 100 9 1 1 200 100 60 200 40 5 9 90 100 60 90 100 1 200 80 600 90 1 9 80 60 40 1 40 8 80 600 70 60 40 10 200 80 7 600 40 1 100 60 200 100 60 40 7 3 3 1 80 5 1 200 80 60 40 1 200 100 60 200 10 1 9 5 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 Total: 39193 = 7 x 11 x 509. 7.12.1.10.1.1.1.2 Odd positioned groups of 3 from 7.12.1.8: 40 60 200 8 7 60 9 60 90 1 30 70 40 60 90 60 9 7 100 60 9 600 80 3 5 10 5 9 90 20 200 90 9 100 600 10 200 90 10 90 1 70 90 5 9 60 200 90 100 60 40 5 20 600 10 4 600 1 9 1 9 90 3 3 60 9 100 9 40 70 60 4 200 90 9 100 600 100 10 1 80 90 5 40 90 10 1 9 90 1 40 20 5 1 1 90 9 1 100 5 60 200 4 60 8 100 1 9 5 9 70 200 40 100 200 90 10 60 200 90 7 90 10 70 5 90 70 9 100 9 8 60 200 100 60 40 8 20 7 90 5 5 300 60 40 70 5 9 10 30 9 1 200 10 1 9 200 90 1 90 60 9 9 5 80 10 1 9 1 80 9 60 9 100 1 80 1 1 90 1 200 5 3 1 40 60 5 80 9 1 80 100 200 90 9 60 200 10 10 80 9 200 100 600 90 60 200 40 80 7 90 100 5 30 1 6 100 60 40 30 60 40 1 40 10 4 5 5 7 40 5 5 9 60 30 600 40 20 200 5 40 1 100 20 600 4 9 60 40 8 5 20 9 400 60 100 60 100 90 30 9 70 9 90 40 20 5 5 40 60 80 1 2 90 200 40 5 40 600 40 1 200 5 9 70 400 20 60 40 1 1 90 600 40 100 60 40 1 2 2 60 40 4 90 60 200 60 20 5 9 40 1 80 9 8 4 5 60 30 600 40 5 40 1 9 90 100 8 5 20 1 70 60 4 200 60 20 200 90 9 40 60 5 9 70 1 80 1 40 20 5 1 200 100 60 70 9 60 90 100 40 70 60 600 9 7 40 100 60 3 60 30 40 400 80 60 40 20 200 1 8 5 9 30 60 100 60 30 1 100 60 200 4 9 60 200 100 60 200 9 90 60 8 5 10 70 60 10 5 9 90 60 20 1 9 70 5 9 30 1 60 200 5 1 90 10 70 9 100 10 40 1 40 100 60 70 5 20 40 1 200 90 100 60 80 1 2 100 60 40 7 90 60 80 1 3 600 90 1 80 5 4 40 9 40 1 200 80 100 60 100 90 100 80 30 60 40 7 4 5 1 200 100 1 9 3 70 5 100 40 100 5 70 80 60 40 1 200 5 40 5 50 1 40 600 20 5 100 5 90 80 5 2 20 5 200 9 60 200 600 40 10 30 70 100 40 100 5 90 1 200 5 20 1 100 60 40 1 30 60 9 5 100 60 40 5 7 40 10 20 7 40 60 200 10 100 5 5 1 9 50 200 100 600 4 200 90 200 100 60 60 200 10 20 7 70 40 90 100 600 90 1 90 4 5 60 40 4 5 80 9 100 60 100 1 100 9 100 60 200 20 60 40 10 20 7 9 40 1 80 600 8 80 7 8 70 60 100 80 60 300 200 4 9 80 9 90 60 100 1 100 9 1 5 1 200 90 10 1 9 100 60 1 100 9 40 30 60 1 20 60 7 80 60 9 10 1 5 40 60 7 80 60 200 60 40 60 200 40 100 1 90 1 20 1 100 600 40 20 5 3 5 90 60 1 20 200 60 40 40 10 1 9 80 9 90 30 5 80 60 9 10 30 600 40 60 40 90 100 60 40 9 60 90 60 200 8 10 1 100 8 9 1 60 200 90 80 60 200 9 600 90 1 9 60 400 9 5 90 5 30 6 60 40 30 5 100 40 3 80 1 100 5 1 9 70 2 200 100 200 90 100 600 8 5 90 1 200 40 5 9 60 40 1 1 70 60 10 100 7 1 90 90 60 90 5 5 100 60 70 1 90 7 40 3 600 90 600 5 40 1 70 5 80 100 7 40 100 7 40 40 1 40 7 90 5 7 90 60 600 40 7 1 20 7 600 40 7 20 9 20 90 1 2 1 40 9 100 5 90 5 5 30 5 5 30 40 1 100 5 3 10 20 9 70 Total: 58047 = 3 x 11 x 1759. 7.12.1.10.1.1.1.2.1 Even positioned groups of 3 from 7.12.1.8: 60 100 1 40 5 20 10 200 80 100 60 200 5 20 600 100 9 70 90 5 9 90 3 5 60 9 90 9 40 60 5 3 60 40 1 200 1 10 60 1 10 600 60 20 5 1 200 100 10 1 9 1 30 70 40 1 5 90 5 100 20 20 60 5 600 80 90 60 9 5 90 1 600 90 60 40 1 200 60 200 90 70 60 200 100 60 9 9 80 60 200 100 600 3 5 9 9 20 5 60 200 8 10 1 9 7 90 5 5 8 40 60 9 60 9 100 60 1 80 70 1 200 100 1 9 60 600 40 5 60 40 20 40 100 60 40 90 200 1 90 8 100 1 9 40 4 1 90 7 20 7 90 5 100 60 40 1 10 60 40 100 5 1 80 400 5 9 90 60 9 300 90 1 9 1 90 70 2 60 20 200 100 60 40 600 90 100 9 70 1 200 30 200 80 60 10 1 9 1 70 5 8 7 1 70 80 60 4 5 5 30 1 600 8 1 200 5 9 40 7 3 5 1 20 9 1 100 1 60 80 100 9 600 8 7 3 5 1 70 60 9 40 5 600 60 400 5 90 30 60 40 7 60 40 5 40 4 5 5 4 5 60 40 5 7 30 60 3 60 30 40 2 1 2 1 40 7 3 30 40 60 200 100 600 40 200 90 60 200 90 9 9 100 7 100 1 9 2 1 80 1 40 100 5 9 7 40 1 70 90 600 90 70 60 10 5 9 90 7 3 5 5 9 70 200 100 60 9 40 1 5 100 5 100 600 40 1 70 60 600 200 30 9 4 5 60 40 2 2 2 1 3 5 9 60 9 90 20 1 100 9 60 200 9 7 90 90 60 200 40 20 5 5 40 60 9 90 100 5 3 60 600 60 90 9 1 70 200 1 9 60 90 100 9 10 1 100 60 200 200 30 5 500 5 90 1 9 1 80 9 8 70 1 90 60 90 5 100 60 1 1 200 100 300 7 30 1 9 5 1 100 5 7 30 600 100 5 1 200 90 5 100 60 9 40 2 1 2 1 40 4 5 9 200 40 300 5 20 20 90 70 1 600 10 5 1 90 100 600 8 7 5 60 9 1 100 1 5 40 100 50 9 1 60 200 10 60 40 200 7 90 1 90 5 30 90 8 5 100 60 200 70 1 9 1 200 100 3 60 40 400 1 9 1 90 9 100 600 40 4 1 9 1 9 5 200 90 1 90 5 9 100 60 40 2 60 40 10 1 20 40 10 1 200 70 100 9 90 100 5 300 1 1 200 100 1 9 60 40 5 70 1 40 1 5 50 5 1 40 1 40 60 90 7 8 5 9 5 9 1 200 80 40 100 5 1 200 100 9 5 30 90 1 40 1 9 30 1 1 200 2 1 20 100 5 90 80 60 40 70 20 7 600 100 60 5 40 200 60 200 70 7 100 60 5 30 5 1 40 100 9 30 1 30 60 200 100 60 9 9 5 70 40 9 30 90 30 60 200 5 2 40 10 20 40 10 1 8 7 30 9 5 100 200 40 1 10 9 40 100 5 90 10 5 300 90 1 200 10 1 9 60 40 100 10 1 100 600 40 100 1 60 40 5 40 100 9 40 7 1 9 90 60 4 60 90 600 90 5 1 200 5 9 200 5 9 100 5 60 200 1 2 7 70 60 100 100 1 200 60 30 60 4 5 10 9 1 80 80 5 9 70 1 9 100 5 90 1 100 600 1 30 30 600 40 10 80 5 90 5 80 90 1 200 80 40 100 5 100 600 600 4 9 6 200 100 600 4 5 5 90 600 80 10 60 100 3 5 40 5 70 9 1 40 100 7 40 5 80 1 90 100 7 90 9 4 5 5 40 1 600 80 1 5 2 60 40 60 9 200 90 300 30 5 3 20 5 3 20 9 7 1 30 1 1 400 8 100 60 200 100 9 8 60 200 8 60 200 9 9 30 5 1 100 5 Total: 58575 = 3 x 5 x 5 x 11 x 71. 7.12.1.10.1.1.1.2.2 Odd positioned groups of 15 from 7.12.1.8: 9 60 90 100 60 200 1 30 70 5 20 600 40 60 90 600 80 3 60 9 90 5 10 5 9 40 60 9 90 20 200 90 10 1 10 600 90 1 70 60 20 5 90 5 9 5 20 600 40 1 5 10 4 600 90 5 100 1 9 1 100 9 40 5 90 1 70 60 4 600 90 60 200 90 9 90 5 40 100 60 9 90 10 1 9 80 60 9 90 1 9 1 100 60 200 8 5 60 200 10 1 9 4 60 8 200 40 100 9 100 60 200 90 10 1 80 70 60 200 90 70 9 100 60 40 20 9 8 60 40 100 60 200 100 60 5 300 60 40 4 1 40 70 5 90 7 20 9 10 30 200 90 1 40 100 5 90 60 9 1 80 400 9 5 80 60 9 100 1 90 70 1 80 1 2 60 20 1 90 1 5 80 9 1 200 30 1 80 100 200 80 60 200 90 9 200 100 600 70 80 60 90 60 200 4 5 5 40 80 7 100 60 40 7 3 5 30 60 40 1 20 9 1 40 10 5 9 60 7 3 5 30 600 40 1 70 60 20 200 5 9 60 40 60 40 7 8 5 20 60 40 5 9 400 60 70 9 90 7 30 60 40 20 5 3 60 30 5 40 60 5 40 600 40 60 200 40 1 200 100 600 40 5 9 70 90 600 40 100 1 9 100 60 40 2 1 80 1 2 2 60 20 5 90 600 90 9 40 1 70 60 10 80 9 8 5 40 1 200 100 60 9 90 100 9 40 1 8 5 20 20 200 90 600 200 30 9 40 60 9 4 5 5 9 70 1 200 100 60 9 90 60 70 9 20 1 100 60 90 100 40 100 60 40 20 5 3 60 30 5 40 60 40 400 80 5 9 30 9 1 70 60 100 60 200 1 9 30 1 100 100 60 200 200 30 5 9 90 60 500 5 90 8 5 10 60 20 1 60 90 5 9 70 5 100 60 1 9 30 1 70 9 100 1 100 5 10 40 1 7 30 600 40 100 60 90 100 60 40 2 1 80 1 2 2 1 40 100 60 40 600 90 1 90 70 1 80 5 4 600 10 5 40 9 40 90 100 80 1 100 1 30 60 40 5 40 100 7 4 5 70 5 100 7 90 1 40 100 5 90 5 30 70 80 60 50 1 40 1 200 100 600 20 5 3 60 40 100 5 90 9 60 200 4 1 9 600 40 10 1 9 5 30 70 100 5 20 1 2 60 40 100 60 40 10 1 20 1 30 60 7 40 10 5 300 1 20 7 40 1 200 100 60 200 10 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 9 40 1 70 20 7 80 600 8 600 100 60 80 7 8 200 4 9 5 30 5 80 9 90 1 40 100 60 100 1 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 60 200 40 100 5 90 100 1 90 10 5 300 1 20 1 5 90 60 10 1 100 1 20 200 600 40 100 60 40 40 30 5 80 1 9 90 60 9 10 60 4 60 30 600 40 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 80 60 200 60 30 60 9 600 90 4 5 10 1 9 60 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 2 200 100 5 80 90 200 90 100 1 200 80 600 8 5 60 40 1 200 100 600 1 70 60 4 5 5 10 100 7 5 100 60 5 70 9 70 1 90 1 40 100 7 40 3 70 5 80 9 4 5 100 7 40 5 40 1 100 7 40 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 90 1 2 1 400 8 1 40 9 100 60 200 100 5 90 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 Total: 59508 = 2 x 2 x 3 x 3 x 3 x 19 x 29. 7.12.1.10.1.1.1.2.3 Even positioned groups of 15 from 7.12.1.8: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 100 9 70 60 9 7 90 5 9 100 60 9 90 3 5 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 1 200 100 60 200 90 10 1 9 100 60 40 1 30 70 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 40 1 200 100 600 100 60 200 90 10 1 80 70 60 200 200 100 600 40 20 5 3 5 9 1 1 90 9 20 5 7 90 5 100 1 9 5 8 40 5 9 70 60 9 60 1 200 100 7 90 10 1 9 60 70 5 90 600 40 5 40 90 200 40 8 20 1 90 8 7 90 5 100 1 9 7 90 5 9 1 200 100 60 40 10 1 9 1 10 60 5 9 90 10 1 9 60 9 300 1 80 9 90 1 9 200 100 60 200 5 3 40 600 90 1 40 60 100 9 70 10 1 9 60 200 10 1 70 5 10 80 9 8 7 1 30 1 600 90 100 5 8 1 200 30 1 6 5 9 40 1 100 1 4 5 5 60 80 100 7 40 5 9 600 8 9 40 5 40 1 100 600 60 400 20 600 4 5 90 30 40 4 5 100 60 100 5 4 5 90 30 9 60 40 5 40 2 1 80 1 2 2 1 40 90 200 40 7 3 30 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 1 40 100 60 40 4 5 9 7 90 60 200 40 1 70 5 9 90 4 5 60 7 3 5 30 600 40 5 9 70 5 100 5 1 70 60 100 600 40 4 200 60 1 70 60 60 40 2 1 80 1 2 2 1 40 20 5 3 5 9 9 60 200 40 70 60 9 7 90 600 9 7 90 60 200 9 90 100 60 40 20 5 3 60 200 1 8 600 60 90 60 90 100 60 200 4 9 10 1 9 60 200 100 60 200 1 9 1 70 60 10 80 9 8 5 9 90 70 1 90 1 200 100 60 200 5 300 7 30 1 90 10 1 9 5 100 5 1 70 5 20 200 90 5 40 1 200 100 60 9 4 5 9 7 90 60 200 40 300 80 1 3 5 20 20 1 90 100 1 200 80 600 8 7 100 60 100 5 60 9 50 9 1 1 200 100 60 200 10 1 9 3 60 40 200 90 8 5 40 1 200 100 60 200 5 40 5 70 1 9 400 1 9 80 5 2 1 90 9 20 5 200 100 600 40 200 90 1 40 100 5 90 5 9 90 1 200 100 60 40 40 10 1 9 5 100 200 70 100 60 40 5 9 90 100 1 9 60 100 5 5 40 5 70 1 9 50 1 40 1 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 5 40 200 70 60 100 60 200 70 80 60 300 7 100 60 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 9 5 100 7 80 60 200 40 1 200 60 40 10 9 40 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 1 60 40 10 1 9 5 40 100 80 9 90 9 40 7 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 1 2 7 8 9 1 70 60 100 60 200 90 100 1 200 9 1 80 400 9 5 80 5 9 90 5 30 70 1 9 1 30 30 1 100 5 600 40 10 1 9 70 80 5 90 40 100 5 90 1 200 100 600 600 40 5 9 4 9 6 90 600 80 1 90 90 10 60 100 60 90 5 3 5 40 7 40 5 600 90 600 80 1 90 5 40 1 100 7 90 600 80 1 40 1 40 5 2 60 7 90 5 40 60 9 20 5 3 600 40 7 20 9 7 20 9 20 1 30 1 100 9 8 5 5 30 60 200 8 5 5 30 60 200 9 Total: 57114 = 2 x 3 x 3 x 19 x 167. 7.12.1.10.1.1.1.2.3.1 Odd positioned groups of 19 from 7.12.1.8: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 9 60 90 100 9 100 60 9 90 3 5 600 80 3 60 9 90 5 10 5 9 40 60 90 10 1 10 600 90 1 70 60 20 5 90 5 9 1 200 100 60 200 90 5 100 1 9 1 20 20 60 9 90 3 5 600 80 3 60 9 90 200 100 600 100 60 200 90 10 1 80 70 60 200 90 5 40 100 60 9 1 90 9 20 5 9 1 100 60 200 8 5 60 200 10 1 9 4 60 9 100 60 200 90 10 1 80 70 60 200 90 1 200 100 7 90 10 1 60 200 100 60 40 90 200 40 8 20 1 90 8 7 90 5 100 1 9 1 200 100 60 40 10 1 9 1 10 60 200 90 1 40 100 5 90 60 90 1 9 60 9 100 1 90 70 1 80 1 2 60 20 1 90 1 200 30 1 80 100 200 80 60 200 90 9 10 1 9 60 200 10 1 70 5 80 7 30 1 600 90 100 5 8 1 200 30 1 6 5 9 40 100 60 60 80 100 7 40 5 9 600 8 5 9 60 7 3 5 30 600 40 1 30 9 60 40 60 40 7 8 5 20 60 40 5 9 400 60 40 4 5 20 5 3 60 30 5 40 60 40 2 1 80 1 2 2 1 40 90 200 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 90 600 40 100 7 90 60 200 40 1 70 60 20 5 90 600 90 9 40 1 70 60 10 40 1 200 100 60 9 90 100 9 40 1 8 5 20 5 100 5 1 70 9 4 5 5 9 70 60 40 2 1 80 1 2 2 1 40 20 5 3 200 40 70 60 9 7 90 600 9 7 90 60 200 40 100 60 40 20 5 1 8 600 60 90 5 9 30 9 1 70 60 100 60 200 1 9 30 1 200 30 5 9 90 60 500 5 90 8 5 10 1 9 1 70 60 10 80 1 9 30 1 1 200 100 60 200 5 300 7 30 1 90 10 1 9 5 5 20 200 90 5 40 1 200 100 60 9 90 100 60 40 2 1 80 1 5 20 20 600 90 1 90 70 1 80 5 4 600 10 5 40 9 40 1 1 30 60 40 5 40 100 7 4 5 50 9 1 1 200 100 60 200 10 80 60 90 8 5 40 1 200 100 60 200 5 40 5 70 1 9 50 1 1 90 9 20 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 40 5 20 1 2 60 40 100 60 40 10 1 20 1 30 60 40 10 1 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 9 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 1 40 100 60 100 1 9 30 1 100 9 1 30 60 200 5 1 200 100 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 40 10 1 60 40 10 9 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 10 1 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 9 5 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 60 9 600 70 1 9 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 100 7 90 600 80 1 90 90 10 60 100 60 90 5 3 5 40 5 100 80 1 90 5 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 40 9 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 5 Total: 58577 = 19 x 3083. 7.12.1.10.1.1.1.2.3.2 Even positioned groups of 19 from 7.12.1.8: 60 200 1 30 70 5 20 600 40 60 90 100 9 70 60 9 7 90 5 9 90 20 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 200 90 10 1 9 100 60 40 1 30 70 5 20 600 40 1 5 10 4 600 60 9 100 9 40 5 90 1 70 60 4 600 90 60 200 90 9 40 1 90 10 1 9 80 60 9 90 1 200 100 600 40 20 5 3 5 9 1 8 7 90 5 100 1 9 5 8 40 5 9 70 60 9 60 200 40 100 9 60 70 5 90 600 40 5 70 9 100 60 40 20 9 8 60 40 100 5 300 60 40 4 1 40 70 5 90 7 20 9 10 30 7 90 5 9 9 1 80 400 9 5 80 5 9 90 10 1 9 60 9 300 1 80 9 100 60 200 5 3 40 600 90 1 40 60 100 9 70 5 80 9 1 200 10 80 9 8 7 1 200 100 600 70 80 60 90 60 200 4 5 5 40 40 7 3 5 30 60 40 1 20 9 1 40 10 1 100 1 4 5 5 70 60 20 200 5 9 40 5 40 1 100 600 60 400 20 600 4 5 90 100 60 100 5 4 5 90 30 9 60 40 5 70 9 90 7 30 60 40 40 7 3 30 5 40 600 40 60 200 40 1 200 100 600 40 5 9 70 1 9 100 60 40 2 1 80 1 2 2 1 40 100 60 40 4 5 9 80 9 8 5 9 90 4 5 60 7 3 5 30 600 40 5 9 70 5 60 100 600 40 4 200 60 1 70 60 20 200 90 600 200 30 9 40 60 5 9 1 200 100 60 9 90 60 70 9 20 1 100 60 90 100 9 60 3 60 30 5 40 60 40 400 80 9 90 100 60 40 20 5 3 60 200 100 60 90 100 60 200 4 9 10 1 9 60 200 100 60 200 100 60 200 9 8 5 9 90 70 1 90 60 20 1 60 90 5 9 70 5 100 60 70 9 100 1 100 5 10 40 1 7 30 600 40 100 60 100 5 1 70 2 2 1 40 100 60 40 4 5 9 7 90 60 200 40 300 80 1 3 90 100 1 200 80 600 8 7 100 60 100 5 60 9 90 100 80 1 100 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 9 5 100 200 70 100 60 40 5 9 90 100 7 40 10 5 300 1 20 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 100 60 200 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 60 9 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 90 30 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 40 100 80 9 90 9 40 7 30 5 80 1 9 90 60 9 10 60 4 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 40 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 60 5 70 9 70 1 90 1 40 100 7 40 3 7 40 5 600 90 600 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 90 5 40 60 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 8 1 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 Total: 58045 = 5 x 13 x 19 x 47. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.10.1.1.1.2.3.2.1 Odd positioned groups of 38 from 7.12.1.8: 9 100 60 9 90 3 5 600 80 3 60 9 90 5 10 5 9 40 60 9 90 20 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 200 90 5 100 1 9 1 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 100 9 40 5 90 1 70 60 4 600 90 60 200 90 9 40 1 1 90 9 20 5 9 1 100 60 200 8 5 60 200 10 1 9 4 60 8 7 90 5 100 1 9 5 8 40 5 9 70 60 9 60 200 40 100 60 200 100 60 40 90 200 40 8 20 1 90 8 7 90 5 100 1 9 5 300 60 40 4 1 40 70 5 90 7 20 9 10 30 7 90 5 9 90 1 9 60 9 100 1 90 70 1 80 1 2 60 20 1 90 1 200 100 60 200 5 3 40 600 90 1 40 60 100 9 70 5 80 9 1 200 80 7 30 1 600 90 100 5 8 1 200 30 1 6 5 9 40 100 60 40 7 3 5 30 60 40 1 20 9 1 40 10 1 100 1 4 5 5 30 9 60 40 60 40 7 8 5 20 60 40 5 9 400 60 40 4 5 100 60 100 5 4 5 90 30 9 60 40 5 70 9 90 7 30 60 40 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 90 600 40 100 1 9 100 60 40 2 1 80 1 2 2 1 40 100 60 40 4 5 9 40 1 200 100 60 9 90 100 9 40 1 8 5 20 5 100 5 1 70 60 100 600 40 4 200 60 1 70 60 20 200 90 600 200 30 9 40 60 200 40 70 60 9 7 90 600 9 7 90 60 200 40 100 60 40 20 5 3 60 30 5 40 60 40 400 80 9 90 100 60 40 20 5 3 60 200 200 30 5 9 90 60 500 5 90 8 5 10 1 9 1 70 60 10 80 9 8 5 9 90 70 1 90 60 20 1 60 90 5 9 70 5 100 60 5 20 200 90 5 40 1 200 100 60 9 90 100 60 40 2 1 80 1 2 2 1 40 100 60 40 4 5 9 7 90 60 200 40 300 80 1 3 1 30 60 40 5 40 100 7 4 5 50 9 1 1 200 100 60 200 10 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 1 90 9 20 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 1 40 100 60 100 1 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 90 30 60 40 10 9 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 70 1 9 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 100 7 90 600 80 1 90 90 10 60 100 60 90 5 3 5 40 5 100 60 5 70 9 70 1 90 1 40 100 7 40 3 7 40 5 600 90 600 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 8 1 Total: 54637 = 11 x 4967. 7.12.1.10.1.1.1.2.3.2.2 Even positioned groups of 38 from 7.12.1.8: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 9 60 90 100 60 200 1 30 70 5 20 600 40 60 90 100 9 70 60 9 7 90 5 90 10 1 10 600 90 1 70 60 20 5 90 5 9 1 200 100 60 200 90 10 1 9 100 60 40 1 30 70 5 20 600 40 1 5 10 4 600 200 100 600 100 60 200 90 10 1 80 70 60 200 90 5 40 100 60 9 90 10 1 9 80 60 9 90 1 200 100 600 40 20 5 3 5 9 1 9 100 60 200 90 10 1 80 70 60 200 90 1 200 100 7 90 10 1 9 60 70 5 90 600 40 5 70 9 100 60 40 20 9 8 60 40 100 1 200 100 60 40 10 1 9 1 10 60 200 90 1 40 100 5 90 60 9 1 80 400 9 5 80 5 9 90 10 1 9 60 9 300 1 80 9 30 1 80 100 200 80 60 200 90 9 10 1 9 60 200 10 1 70 5 10 80 9 8 7 1 200 100 600 70 80 60 90 60 200 4 5 5 40 60 80 100 7 40 5 9 600 8 5 9 60 7 3 5 30 600 40 1 70 60 20 200 5 9 40 5 40 1 100 600 60 400 20 600 4 5 90 20 5 3 60 30 5 40 60 40 2 1 80 1 2 2 1 40 90 200 40 7 3 30 5 40 600 40 60 200 40 1 200 100 600 40 5 9 70 7 90 60 200 40 1 70 60 20 5 90 600 90 9 40 1 70 60 10 80 9 8 5 9 90 4 5 60 7 3 5 30 600 40 5 9 70 5 9 4 5 5 9 70 60 40 2 1 80 1 2 2 1 40 20 5 3 5 9 1 200 100 60 9 90 60 70 9 20 1 100 60 90 100 9 60 1 8 600 60 90 5 9 30 9 1 70 60 100 60 200 1 9 30 1 100 60 90 100 60 200 4 9 10 1 9 60 200 100 60 200 100 60 200 1 9 30 1 1 200 100 60 200 5 300 7 30 1 90 10 1 9 5 70 9 100 1 100 5 10 40 1 7 30 600 40 100 60 100 5 1 70 5 20 20 600 90 1 90 70 1 80 5 4 600 10 5 40 9 40 1 90 100 1 200 80 600 8 7 100 60 100 5 60 9 90 100 80 1 100 80 60 90 8 5 40 1 200 100 60 200 5 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 40 5 20 1 2 60 40 100 60 40 10 1 20 1 30 60 40 10 1 9 5 100 200 70 100 60 40 5 9 90 100 7 40 10 5 300 1 20 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 10 1 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 9 5 40 100 80 9 90 9 40 7 30 5 80 1 9 90 60 9 10 60 4 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 40 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 80 1 90 5 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 90 5 40 60 40 9 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 Total: 61985 = 5 x 7 x 7 x 11 x 23. 7.12.1.10.1.1.1.2.3.3 Odd positioned groups of 45 from 7.12.1.8: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 9 60 90 100 60 200 1 30 70 5 20 600 40 60 90 100 9 70 60 9 7 90 5 9 100 60 9 90 3 5 1 200 100 60 200 90 10 1 9 100 60 40 1 30 70 5 20 600 40 1 5 10 4 600 90 5 100 1 9 1 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 200 100 600 40 20 5 3 5 9 1 1 90 9 20 5 9 1 100 60 200 8 5 60 200 10 1 9 4 60 8 7 90 5 100 1 9 5 8 40 5 9 70 60 9 60 40 90 200 40 8 20 1 90 8 7 90 5 100 1 9 5 300 60 40 4 1 40 70 5 90 7 20 9 10 30 7 90 5 9 1 200 100 60 40 10 1 9 1 10 60 200 100 60 200 5 3 40 600 90 1 40 60 100 9 70 5 80 9 1 200 30 1 80 100 200 80 60 200 90 9 10 1 9 60 200 10 1 70 5 10 80 9 8 7 1 1 100 1 4 5 5 60 80 100 7 40 5 9 600 8 5 9 60 7 3 5 30 600 40 1 70 60 20 200 5 9 40 5 40 1 100 600 60 400 20 600 4 5 90 30 40 2 1 80 1 2 2 1 40 90 200 40 7 3 30 5 40 600 40 60 200 40 1 200 100 600 40 5 9 70 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 5 9 90 4 5 60 7 3 5 30 600 40 5 9 70 5 40 1 200 100 60 9 90 100 9 40 1 8 5 20 5 100 5 1 70 60 100 600 40 4 200 60 1 70 60 9 60 200 40 70 60 9 7 90 600 9 7 90 60 200 40 100 60 40 20 5 3 60 30 5 40 60 40 400 80 9 90 100 60 40 20 5 3 60 200 1 8 600 60 90 1 9 1 70 60 10 80 9 8 5 9 90 70 1 90 60 20 1 60 90 5 9 70 5 100 60 1 9 30 1 1 200 100 60 200 5 300 7 30 1 90 10 1 9 5 4 5 9 7 90 60 200 40 300 80 1 3 5 20 20 600 90 1 90 70 1 80 5 4 600 10 5 40 9 40 1 90 100 1 200 80 600 8 7 100 60 100 5 60 9 90 8 5 40 1 200 100 60 200 5 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 1 90 9 20 5 200 100 600 40 40 10 1 9 5 100 200 70 100 60 40 5 9 90 100 7 40 10 5 300 1 20 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 9 50 1 40 1 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 10 1 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 9 5 40 100 80 9 90 9 40 7 1 2 7 8 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 70 1 9 40 100 5 90 1 200 100 600 600 40 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 100 7 90 600 80 1 90 90 10 60 100 60 90 5 3 5 40 600 80 1 40 1 40 5 2 60 7 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 9 20 1 30 1 Total: 58850 = 2 x 5 x 5 x 11 x 107. SF: 130 = 2 x 5 x 13. 7.12.1.10.1.1.1.2.3.4 Even positioned groups of 45 from 7.12.1.8: 600 80 3 60 9 90 5 10 5 9 40 60 9 90 20 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 200 90 10 1 10 600 90 1 70 60 20 5 90 5 9 100 9 40 5 90 1 70 60 4 600 90 60 200 90 9 40 1 200 100 600 100 60 200 90 10 1 80 70 60 200 90 5 40 100 60 9 90 10 1 9 80 60 9 90 1 200 40 100 9 100 60 200 90 10 1 80 70 60 200 90 1 200 100 7 90 10 1 9 60 70 5 90 600 40 5 70 9 100 60 40 20 9 8 60 40 100 60 200 100 60 200 90 1 40 100 5 90 60 9 1 80 400 9 5 80 5 9 90 10 1 9 60 9 300 1 80 9 90 1 9 60 9 100 1 90 70 1 80 1 2 60 20 1 90 1 200 100 600 70 80 60 90 60 200 4 5 5 40 80 7 30 1 600 90 100 5 8 1 200 30 1 6 5 9 40 100 60 40 7 3 5 30 60 40 1 20 9 1 40 10 9 60 40 60 40 7 8 5 20 60 40 5 9 400 60 40 4 5 100 60 100 5 4 5 90 30 9 60 40 5 70 9 90 7 30 60 40 20 5 3 60 30 5 40 60 90 600 40 100 1 9 100 60 40 2 1 80 1 2 2 1 40 100 60 40 4 5 9 7 90 60 200 40 1 70 60 20 5 90 600 90 9 40 1 70 60 10 80 9 8 20 200 90 600 200 30 9 40 60 9 4 5 5 9 70 60 40 2 1 80 1 2 2 1 40 20 5 3 5 9 1 200 100 60 9 90 60 70 9 20 1 100 60 90 100 5 9 30 9 1 70 60 100 60 200 1 9 30 1 100 60 90 100 60 200 4 9 10 1 9 60 200 100 60 200 100 60 200 200 30 5 9 90 60 500 5 90 8 5 10 70 9 100 1 100 5 10 40 1 7 30 600 40 100 60 100 5 1 70 5 20 200 90 5 40 1 200 100 60 9 90 100 60 40 2 1 80 1 2 2 1 40 100 60 40 90 100 80 1 100 1 30 60 40 5 40 100 7 4 5 50 9 1 1 200 100 60 200 10 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 80 60 9 60 200 4 1 9 600 40 10 1 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 40 5 20 1 2 60 40 100 60 40 10 1 20 1 30 60 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 9 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 1 40 100 60 100 1 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 60 40 10 9 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 1 30 5 80 1 9 90 60 9 10 60 4 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 90 200 90 100 1 200 80 600 8 5 5 100 60 5 70 9 70 1 90 1 40 100 7 40 3 7 40 5 600 90 600 80 1 90 5 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 40 1 100 7 40 90 1 2 1 400 8 1 40 9 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 Total: 57772 = 2 x 2 x 11 x 13 x 101. 7.12.1.10.1.1.1.2.4 Odd positioned groups of 19 from 7.12.1.9: 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 90 70 1 80 9 90 100 60 70 80 1 9 100 600 80 9 60 40 90 200 40 7 3 70 5 9 80 1 40 10 1 9 5 10 4 200 90 1 40 100 5 90 400 20 1 30 200 4 1 10 60 10 10 9 40 7 40 10 1 9 70 10 1 40 8 600 40 5 70 5 8 7 10 1 40 5 70 9 100 7 1 30 60 40 5 40 100 7 4 5 50 9 1 1 200 100 60 200 10 80 60 90 8 5 40 1 200 100 60 200 5 40 5 70 1 9 50 1 1 90 9 20 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 40 5 20 1 2 60 40 100 60 40 10 1 20 1 30 60 40 10 1 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 9 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 5 4 200 60 200 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 40 5 30 5 40 60 9 4 5 5 200 80 60 40 1 40 8 80 600 70 60 30 600 40 1 100 60 200 100 60 40 7 3 3 1 80 5 200 90 1 100 60 200 10 1 9 5 20 8 60 40 100 5 90 5 9 90 100 60 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 1 40 100 60 100 1 9 30 1 100 9 1 30 60 200 5 1 200 100 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 40 10 1 100 60 40 5 10 5 9 10 1 9 5 70 5 8 7 10 1 40 5 100 7 40 1 9 100 9 1 40 1 200 100 60 200 3 5 3 80 1 60 200 90 60 2 1 90 9 20 5 200 90 100 600 40 9 60 200 4 90 200 40 1 200 100 600 4 200 60 20 7 90 100 1 9 5 9 90 40 200 30 600 40 60 9 4 5 70 1 80 1 70 60 80 5 200 60 60 40 10 9 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 10 1 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 9 5 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 60 9 600 70 1 9 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 600 90 5 1 9 5 9 2 1 90 9 20 5 200 90 9 90 80 1 7 20 5 200 90 100 1 200 80 60 200 10 1 9 70 9 90 100 5 200 90 60 100 60 40 8 5 60 40 80 200 90 1 90 8 600 40 200 40 1 200 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 100 7 90 600 80 1 90 90 10 60 100 60 90 5 3 5 40 5 100 80 1 90 5 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 40 9 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 5 5 90 100 9 40 5 90 4 5 100 600 40 5 10 5 9 5 90 100 40 60 100 9 7 20 9 1 40 300 600 40 5 9 60 200 100 60 90 50 1 200 100 600 40 10 1 9 20 1 2 600 40 90 70 60 3 3 5 80 9 8 5 9 90 10 1 20 1 30 600 5 70 60 100 9 6 5 3 60 40 1 300 5 90 9 4 600 30 5 40 5 9 5 80 400 Total: 60434 = 2 x 11 x 41 x 67. 7.12.1.10.1.1.1.3 Even positioned groups of 19 from 7.12.1.9: 1 20 1 2 60 40 100 5 90 100 60 40 9 7 90 60 200 40 5 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 1 200 100 60 40 70 5 80 9 5 8 7 10 1 40 1 200 100 600 20 5 50 1 40 100 5 90 90 100 5 300 1 40 60 40 5 50 1 90 10 5 300 1 20 7 90 1 200 100 60 200 10 1 9 10 1 20 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 9 5 100 200 70 100 60 40 5 9 90 100 7 40 10 5 300 1 20 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 9 90 100 60 90 100 1 200 80 600 90 1 9 5 50 5 80 400 60 40 10 200 80 7 40 1 9 60 40 60 40 60 30 1 100 9 90 9 40 9 40 1 1 80 7 100 60 40 90 100 1 200 80 60 40 1 200 70 60 40 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 100 60 200 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 60 9 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 90 30 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 70 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 30 30 5 40 7 40 60 200 100 60 90 5 90 100 9 40 9 7 90 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 40 100 1 9 5 10 4 5 50 9 600 40 10 1 9 5 9 90 5 50 5 200 600 30 5 40 60 9 5 2 20 1 90 300 7 30 60 200 40 1 200 100 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 40 100 80 9 90 9 40 7 30 5 80 1 9 90 60 9 10 60 4 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 40 5 1 200 100 60 40 60 200 4 200 40 1 100 1 9 90 600 90 90 100 9 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 60 30 5 40 1 200 100 60 200 70 5 70 60 9 8 5 40 5 70 9 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 70 5 60 4 1 200 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 40 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 60 5 70 9 70 1 90 1 40 100 7 40 3 7 40 5 600 90 600 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 90 5 40 60 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 8 1 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 600 100 600 40 1 10 60 200 90 1 40 100 5 90 5 20 5 3 60 10 1 9 5 200 8 5 600 90 4 80 1 30 600 40 5 9 90 5 60 40 70 20 7 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 56738 = 2 x 11 x 2579. 7.12.1.10.1.1.1.4 Odd positioned groups of 90 from 7.12.1.9: 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 90 70 1 80 1 20 1 2 60 40 100 5 90 100 60 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 9 100 600 80 9 60 40 90 200 40 7 3 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 200 100 60 200 10 1 9 10 1 20 1 30 60 40 5 40 100 7 4 5 50 9 1 1 200 100 60 200 10 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 80 60 90 8 5 40 1 200 100 60 200 5 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 1 90 9 20 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 5 4 200 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 60 200 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 40 5 9 90 100 60 90 100 1 200 80 600 90 1 9 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 100 60 40 5 10 5 9 10 1 9 5 70 5 8 7 10 1 40 5 70 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 600 40 60 9 4 5 70 1 80 1 70 60 80 5 200 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 200 40 1 200 100 60 40 10 9 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 10 1 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 70 1 9 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 60 4 1 200 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 40 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 8 1 40 9 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 80 9 8 5 9 90 10 1 20 1 30 600 5 70 60 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 3 60 40 1 300 5 90 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 59378 = 2 x 11 x 2699. 7.12.1.10.1.1.2 Even positioned groups of 90 from 7.12.1.9: 1 40 100 5 90 1 200 100 60 40 70 5 80 9 5 8 7 10 1 40 1 200 100 600 400 20 1 30 200 4 1 10 60 10 10 9 40 7 40 10 1 9 70 20 5 50 1 40 100 5 90 90 100 5 300 1 40 60 40 5 50 1 10 1 40 8 600 40 5 70 5 8 7 10 1 40 5 70 9 100 7 90 10 5 300 1 20 7 90 1 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 40 5 20 1 2 60 40 100 60 40 10 1 20 1 30 60 40 10 1 9 5 100 200 70 100 60 40 5 9 90 100 7 40 10 5 300 1 20 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 5 50 5 80 400 60 30 5 40 60 9 4 5 5 200 80 60 40 1 40 8 80 600 70 60 40 10 200 80 7 40 1 9 60 40 60 40 60 30 1 100 9 90 9 30 600 40 1 100 60 200 100 60 40 7 3 3 1 80 5 200 90 1 40 9 40 1 1 80 7 100 60 40 90 100 1 200 80 60 40 1 200 100 60 200 10 1 9 5 20 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 60 200 3 5 3 80 1 30 30 5 40 7 40 60 200 100 60 90 5 90 100 9 40 9 7 90 60 200 90 60 2 1 90 9 20 5 200 90 100 600 40 9 60 200 4 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 40 100 1 9 90 200 40 1 200 100 600 4 200 60 20 7 90 100 1 9 5 9 90 5 10 4 5 50 9 600 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 9 5 40 100 80 9 90 9 40 7 30 5 80 1 9 90 60 9 10 60 4 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 40 1 100 1 9 90 600 90 1 9 5 9 2 1 90 9 20 5 200 90 9 90 80 1 7 20 5 90 100 9 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 60 200 90 100 1 200 80 60 200 10 1 9 70 9 90 100 5 200 90 60 30 5 40 1 200 100 60 200 70 5 70 60 9 8 5 40 5 70 9 100 60 40 8 5 60 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 100 7 90 600 80 1 90 90 10 60 100 60 90 5 3 5 40 5 100 60 5 70 9 70 1 90 1 40 100 7 40 3 7 40 5 600 90 600 80 1 90 5 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 600 40 5 10 5 9 5 90 100 600 100 600 40 1 10 60 200 90 1 40 100 5 90 5 20 5 3 60 40 60 100 9 7 20 9 1 40 300 600 40 5 9 60 200 100 60 90 10 1 9 5 200 8 5 600 90 4 80 1 30 600 40 5 9 90 5 50 1 200 100 600 40 10 1 9 20 1 2 600 40 90 70 60 3 3 60 40 70 20 7 Total: 57794 = 2 x 11 x 37 x 71. 7.12.1.10.1.1.3 Odd positioned groups of 342 from 7.12.1.9: 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 5 4 200 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 60 200 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 40 5 9 90 100 60 90 100 1 200 80 600 90 1 9 5 50 5 80 400 60 30 5 40 60 9 4 5 5 200 80 60 40 1 40 8 80 600 70 60 40 10 200 80 7 40 1 9 60 40 60 40 60 30 1 100 9 90 9 30 600 40 1 100 60 200 100 60 40 7 3 3 1 80 5 200 90 1 40 9 40 1 1 80 7 100 60 40 90 100 1 200 80 60 40 1 200 100 60 200 10 1 9 5 20 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 70 1 9 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 40 1 100 1 9 90 600 90 1 9 5 9 2 1 90 9 20 5 200 90 9 90 80 1 7 20 5 90 100 9 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 60 200 90 100 1 200 80 60 200 10 1 9 70 9 90 100 5 200 90 60 30 5 40 1 200 100 60 200 70 5 70 60 9 8 5 40 5 70 9 100 60 40 8 5 60 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 60 4 1 200 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 40 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 Total: 48510 = 2 x 3 x 3 x 5 x 7 x 7 x 11. 7.12.1.10.1.1.3.1 Even positioned groups of 342 from 7.12.1.9: 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 90 70 1 80 1 20 1 2 60 40 100 5 90 100 60 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 9 100 600 80 9 60 40 90 200 40 7 3 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 1 40 100 5 90 1 200 100 60 40 70 5 80 9 5 8 7 10 1 40 1 200 100 600 400 20 1 30 200 4 1 10 60 10 10 9 40 7 40 10 1 9 70 20 5 50 1 40 100 5 90 90 100 5 300 1 40 60 40 5 50 1 10 1 40 8 600 40 5 70 5 8 7 10 1 40 5 70 9 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 10 1 9 10 1 20 1 30 60 40 5 40 100 7 4 5 50 9 1 1 200 100 60 200 10 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 80 60 90 8 5 40 1 200 100 60 200 5 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 1 90 9 20 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 40 5 20 1 2 60 40 100 60 40 10 1 20 1 30 60 40 10 1 9 5 100 200 70 100 60 40 5 9 90 100 7 40 10 5 300 1 20 1 40 100 60 100 1 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 100 60 40 5 10 5 9 10 1 9 5 70 5 8 7 10 1 40 5 70 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 60 200 3 5 3 80 1 30 30 5 40 7 40 60 200 100 60 90 5 90 100 9 40 9 7 90 60 200 90 60 2 1 90 9 20 5 200 90 100 600 40 9 60 200 4 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 40 100 1 9 90 200 40 1 200 100 600 4 200 60 20 7 90 100 1 9 5 9 90 5 10 4 5 50 9 600 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 600 40 60 9 4 5 70 1 80 1 70 60 80 5 200 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 200 40 1 200 100 60 40 10 9 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 10 1 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 9 5 40 100 80 9 90 9 40 7 30 5 80 1 9 90 60 9 10 60 4 100 7 90 600 80 1 90 90 10 60 100 60 90 5 3 5 40 5 100 60 5 70 9 70 1 90 1 40 100 7 40 3 7 40 5 600 90 600 80 1 90 5 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 8 1 40 9 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 600 40 5 10 5 9 5 90 100 600 100 600 40 1 10 60 200 90 1 40 100 5 90 5 20 5 3 60 40 60 100 9 7 20 9 1 40 300 600 40 5 9 60 200 100 60 90 10 1 9 5 200 8 5 600 90 4 80 1 30 600 40 5 9 90 5 50 1 200 100 600 40 10 1 9 20 1 2 600 40 90 70 60 3 3 60 40 70 20 7 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 80 9 8 5 9 90 10 1 20 1 30 600 5 70 60 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 3 60 40 1 300 5 90 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 68662 = 2 x 11 x 3121. 7.12.1.10.1.1.3.1.1 Odd positioned groups of 9 from 7.12.1.10: 60 100 1 40 60 200 40 5 20 100 60 200 1 30 70 5 20 600 90 5 9 100 60 9 90 3 5 9 40 60 9 90 20 5 3 60 1 10 60 200 90 10 1 10 600 1 200 100 60 200 90 10 1 9 40 1 5 10 4 600 90 5 100 5 600 80 3 60 9 90 60 9 600 90 60 200 90 9 40 1 200 70 60 200 90 5 40 100 60 9 200 100 600 40 20 5 3 5 9 90 60 200 90 60 200 4 5 70 100 5 5 40 100 1 9 90 3 60 40 60 40 1 70 5 4 60 60 9 10 60 4 60 30 60 200 5 3 5 40 7 8 7 5 9 600 40 9 1 90 70 1 80 1 40 5 100 60 1 200 100 7 10 30 1 90 100 7 5 40 60 300 600 40 4 9 1 100 60 200 100 60 100 9 1 80 8 7 90 5 7 2 1 90 9 20 5 9 1 9 4 60 8 7 90 5 100 1 60 200 40 100 9 100 60 200 90 100 7 90 10 1 9 60 70 5 20 9 8 60 40 100 60 200 100 8 7 90 5 100 1 9 5 300 20 9 10 30 7 90 5 9 1 60 200 90 1 40 100 5 90 60 90 10 1 9 60 9 300 1 80 70 1 80 1 2 60 20 1 90 90 1 40 60 100 9 70 5 80 5 9 10 1 9 6 7 100 60 40 10 80 1 100 7 90 1 9 40 100 60 200 90 60 400 20 60 90 70 80 60 300 7 100 7 40 40 10 1 9 5 40 100 600 10 8 1 9 1 200 100 60 40 200 5 80 5 600 40 10 1 9 70 40 60 200 4 5 40 1 70 5 100 5 20 5 3 5 9 1 200 90 60 200 10 1 10 60 200 5 10 1 100 1 30 1 80 100 200 200 10 1 70 5 10 80 9 8 60 200 4 5 5 40 80 7 30 1 6 5 9 40 100 60 40 7 40 10 1 100 1 4 5 5 60 9 60 7 3 5 30 600 40 1 1 100 600 60 400 20 600 4 5 5 20 60 40 5 9 400 60 40 30 9 60 40 5 70 9 90 7 40 60 40 2 1 80 1 2 2 40 600 40 60 200 40 1 200 100 100 60 9 90 60 70 9 20 1 20 5 100 5 1 70 60 20 200 1 2 2 1 40 7 9 7 90 60 30 5 40 60 40 400 80 9 1 80 60 100 9 4 9 1 300 4 600 10 1 40 1 200 100 60 200 4 5 1 200 100 60 200 5 100 60 90 1 70 5 90 100 5 100 60 40 7 3 200 40 7 1 90 1 30 7 4 5 40 90 60 1 9 600 5 10 5 200 90 60 9 100 7 90 600 40 100 1 9 1 40 100 60 40 4 5 9 7 90 600 90 9 40 1 70 60 10 7 3 5 30 600 40 5 9 70 9 40 1 8 5 20 5 100 5 1 70 60 20 200 90 600 200 30 60 40 2 1 80 1 2 2 1 60 9 90 60 70 9 20 1 100 9 7 90 600 9 7 90 60 200 5 40 60 40 400 80 9 90 100 40 1 200 100 600 70 1 40 100 7 100 600 60 4 5 7 3 5 1 80 10 1 10 60 40 5 70 5 70 5 80 9 90 90 600 90 3 60 40 100 5 90 90 100 1 600 40 4 5 60 70 9 20 1 5 40 600 300 5 20 5 9 1 8 60 80 200 2 60 90 3 9 40 200 4 600 80 1 70 5 40 5 9 80 1 90 1 70 5 40 20 60 200 20 5 3 600 40 1 70 60 100 60 200 1 9 30 1 1 9 60 200 100 60 200 100 60 90 8 5 10 1 9 1 70 60 90 60 20 1 60 90 5 9 70 100 60 200 5 300 7 30 1 90 5 10 40 1 7 30 600 40 100 5 40 1 200 100 60 9 90 100 40 100 60 40 4 5 9 7 90 20 600 90 1 90 70 1 80 5 100 1 200 80 600 8 7 100 60 Total: 60335 = 5 x 11 x 1097. SF: 1113 = 3 x 7 x 53. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.10.1.1.3.1.1.1 Even positioned groups of 9 from 7.12.1.10: 8 7 60 10 200 80 9 60 90 40 60 90 100 9 70 60 9 7 600 80 3 60 9 90 5 10 5 200 90 9 40 1 200 100 600 10 90 1 70 60 20 5 90 5 9 100 60 40 1 30 70 5 20 600 1 9 1 20 20 60 9 90 3 100 9 40 5 90 1 70 60 4 100 600 100 60 200 90 10 1 80 90 10 1 9 80 60 9 90 1 1 200 100 60 9 90 60 9 7 60 100 5 1 40 5 3 40 600 80 1 300 1 9 90 20 9 8 10 9 30 1 90 1 40 60 9 40 100 5 90 60 200 100 60 90 90 10 5 300 1 20 7 40 3 10 200 80 9 60 200 5 3 5 1 9 5 90 100 9 8 1 200 8 1 20 30 60 9 90 7 30 60 20 5 3 600 200 30 9 40 100 1 9 1 300 200 30 600 40 100 60 200 8 5 60 200 10 1 9 5 8 40 5 9 70 60 9 10 1 80 70 60 200 90 1 200 90 600 40 5 70 9 100 60 40 60 40 90 200 40 8 20 1 90 60 40 4 1 40 70 5 90 7 200 100 60 40 10 1 9 1 10 9 1 80 400 9 5 80 5 9 9 90 1 9 60 9 100 1 90 1 200 100 60 200 5 3 40 600 9 1 200 100 600 40 20 5 3 200 40 100 5 90 1 200 100 60 5 300 60 2 7 8 7 90 1 200 90 5 70 5 9 4 7 600 1 200 100 60 40 5 9 400 60 1 100 7 3 60 80 5 9 90 70 60 100 600 40 1 80 400 9 80 5 90 2 200 100 5 80 600 10 80 9 40 1 100 60 100 60 100 600 60 70 9 20 1 100 60 9 90 70 60 90 1 90 60 200 80 60 200 90 9 10 1 9 60 7 1 200 100 600 70 80 60 90 1 600 90 100 5 8 1 200 30 3 5 30 60 40 1 20 9 1 80 100 7 40 5 9 600 8 5 70 60 20 200 5 9 40 5 40 90 30 9 60 40 60 40 7 8 4 5 100 60 100 5 4 5 90 30 60 40 20 5 3 60 30 5 1 40 90 200 40 7 3 30 5 600 40 5 9 70 5 40 1 200 100 60 90 100 9 40 1 8 5 90 600 200 30 9 40 2 1 80 60 200 40 100 60 40 20 5 3 90 100 60 40 7 4 5 9 3 8 60 40 60 40 70 1 80 5 40 10 1 8 7 30 5 40 60 70 9 100 60 200 2 7 30 1 9 20 5 70 80 60 90 1 200 200 100 60 200 20 5 3 60 200 9 10 1 9 100 600 4 9 10 400 20 60 200 90 9 40 1 1 100 60 40 2 1 80 1 2 2 90 60 200 40 1 70 60 20 5 80 9 8 5 9 90 4 5 60 5 40 1 200 100 60 9 90 100 1 70 60 100 600 40 4 200 60 9 40 60 9 4 5 5 9 70 40 20 5 3 5 9 1 200 100 60 90 100 9 60 200 40 70 60 40 100 60 40 20 5 3 60 30 60 40 20 5 3 60 200 90 9 5 90 90 100 1 200 80 600 8 30 600 40 5 300 7 100 9 3 60 9 7 90 5 40 60 9 4 5 10 80 1 6 60 40 20 5 200 80 600 8 7 100 600 9 4 100 60 90 60 100 9 60 200 4 20 20 1 30 1 20 20 60 40 40 5 100 1 9 20 1 2 600 9 500 1 100 60 100 1 90 400 1 40 100 9 100 60 200 60 400 8 600 60 90 5 9 30 9 1 100 60 90 100 60 200 4 9 10 200 200 30 5 9 90 60 500 5 10 80 9 8 5 9 90 70 1 5 100 60 1 9 30 1 1 200 10 1 9 5 70 9 100 1 100 60 100 5 1 70 5 20 200 90 60 40 2 1 80 1 2 2 1 60 200 40 300 80 1 3 5 20 4 600 10 5 40 9 40 1 90 100 5 60 9 90 100 80 1 100 Total: 61116 = 2 x 2 x 3 x 11 x 463. SF: 481 = 13 x 37. 7.12.1.10.1.1.3.1.1.1.1 Odd positioned groups of 1 from 7.12.1.1.2: 60 600 60 7 5 90 9 1 100 90 1 100 20 40 3 9 5 90 5 100 80 9 1 5 60 5 100 40 70 1 1 60 7 9 7 3 100 1 5 100 90 100 200 200 9 2 1 60 1 4 9 80 60 90 100 200 60 1 8 30 100 40 200 60 300 60 100 90 5 9 200 5 1 7 2 8 200 100 40 9 60 9 70 100 40 5 40 70 100 100 60 5 90 200 1 5 200 600 80 100 40 3 9 40 3 60 200 100 5 400 100 4 90 2 1 90 40 90 70 100 40 5 9 90 20 3 60 8 40 40 10 100 200 2 30 60 1 100 200 1 10 60 90 40 4 9 90 20 90 30 40 200 40 200 600 4 5 70 1 60 100 9 40 80 5 60 100 7 5 100 3 5 5 80 6 40 70 20 9 200 60 9 5 600 200 90 100 100 200 1 30 100 9 1 10 80 8 60 300 30 70 100 100 90 60 2 40 1 70 5 9 80 60 7 90 1 9 9 600 9 3 5 80 10 200 40 1 200 9 7 40 8 40 70 1 10 20 100 4 90 30 80 200 40 5 2 90 20 5 5 90 20 70 60 40 5 200 100 5 40 200 200 60 100 9 200 9 100 600 1 40 10 80 60 60 80 40 1 7 90 9 100 3 30 20 90 1 100 60 1 1 100 200 100 80 8 60 60 1 30 200 90 200 2 7 60 1 5 10 9 1 200 7 40 200 90 60 90 5 90 60 200 1 100 9 5 5 40 9 1 40 200 60 10 9 5 60 1 30 80 9 60 90 9 200 1 1 10 9 5 5 3 5 40 1 200 90 40 60 4 90 5 100 1 600 9 30 40 200 90 600 200 5 8 5 200 60 100 80 8 200 600 40 90 60 60 100 1 5 5 9 40 90 200 5 1 1 60 100 90 60 20 70 90 5 40 3 40 1 300 1 5 1 100 60 60 90 9 5 40 9 60 40 20 1 1 100 40 Total: 28952 = 2 x 2 x 2 x 7 x 11 x 47. 7.12.1.10.1.1.3.1.1.1.1.1 Even positioned groups of 1 from 7.12.1.1.2: 20 40 90 90 9 20 40 200 200 10 9 5 600 80 100 40 90 60 40 60 60 90 60 70 100 600 5 1 30 90 40 8 5 90 40 600 60 9 90 1 1 60 600 30 40 9 100 200 9 100 100 70 200 10 60 100 20 90 10 200 60 10 90 9 1 9 1 1 80 1 3 9 100 60 7 7 7 7 1 400 40 1 60 600 80 5 1 1 60 60 200 9 70 10 70 10 100 70 5 60 7 20 1 7 70 20 5 600 9 60 5 5 60 2 40 5 600 60 90 9 1 7 7 60 5 60 100 60 60 600 200 60 200 7 1 7 200 60 90 5 5 200 9 90 5 7 60 5 5 5 1 100 1 90 200 5 9 9 100 90 60 7 400 20 3 200 5 3 30 9 1 80 10 1 60 60 9 100 60 4 3 40 100 40 1 1 9 60 20 9 1 4 10 5 10 9 5 20 7 1 9 1 40 100 40 1 100 90 10 40 40 100 200 3 70 80 90 100 80 7 70 9 5 4 90 20 30 4 40 60 5 600 5 40 9 1 40 7 7 5 70 60 100 100 90 1 9 100 90 9 5 1 100 7 10 300 200 600 50 1 100 90 40 1 1 5 90 80 90 9 40 200 7 40 1 5 1 80 1 5 90 5 60 5 40 100 200 5 100 9 200 60 20 60 7 100 200 100 1 60 5 60 5 1 80 40 200 9 1 10 60 100 1 1 100 90 200 60 200 80 200 40 200 7 90 50 600 60 20 200 1 100 200 1 20 90 10 80 5 1 4 30 5 60 10 100 5 1 60 80 9 80 600 10 2 600 5 40 200 200 20 90 9 100 70 90 5 1 70 8 40 40 9 8 9 9 90 60 600 5 100 600 7 10 100 5 60 90 70 80 4 7 60 90 3 20 400 200 5 30 5 9 5 4 100 5 60 60 40 80 30 50 200 20 50 200 80 8 60 60 70 9 1 9 90 200 60 Total: 30855 = 3 x 5 x 11 x 11 x 17. 7.12.1.10.1.1.3.1.1.1.1.2 Odd positioned groups of 3 from 7.12.1.1.2: 40 60 90 9 90 20 200 100 200 9 100 5 80 3 100 90 90 60 60 80 60 60 5 70 600 100 5 30 1 90 8 7 5 40 3 600 9 5 90 1 100 60 30 9 40 100 60 200 100 9 100 200 90 10 100 60 20 10 30 200 10 200 90 1 60 9 1 5 80 3 5 9 60 2 7 7 100 7 400 60 40 60 100 600 5 40 1 60 100 60 9 90 70 70 5 10 70 80 5 7 3 20 7 3 70 5 100 600 60 100 5 60 2 2 5 40 600 90 100 9 7 9 7 5 3 60 60 40 60 200 100 60 7 30 1 200 100 60 5 10 5 9 40 90 7 90 60 5 30 5 100 40 1 200 4 5 9 1 100 60 9 7 20 5 3 5 7 3 9 3 1 10 80 1 60 70 9 60 200 4 40 5 100 1 90 1 60 200 20 1 100 4 5 10 10 5 60 20 1 70 9 40 90 100 1 40 100 10 5 40 100 60 200 70 1 80 100 600 80 70 5 9 4 200 90 30 200 4 60 40 5 5 70 40 1 20 40 7 90 5 60 200 100 90 2 1 100 5 90 5 20 1 7 40 10 200 100 600 1 200 100 40 100 1 5 9 90 90 1 9 200 80 7 1 80 5 80 7 1 90 100 5 5 20 40 200 100 5 9 1 200 20 100 60 100 60 200 1 30 60 60 200 5 80 60 40 9 10 1 60 200 100 1 200 100 200 90 60 80 60 200 200 100 7 50 5 600 20 1 200 100 60 200 20 5 90 80 30 5 4 60 30 60 200 10 5 10 1 80 5 9 600 40 10 600 90 5 200 4 200 90 100 9 70 9 90 1 200 70 40 200 40 8 5 9 90 100 60 5 200 100 7 90 10 5 100 60 70 5 80 7 90 60 3 1 20 200 100 5 5 20 9 4 5 100 60 40 60 80 1 30 200 100 20 200 90 80 60 40 60 9 40 1 90 1 200 Total: 29227 = 11 x 2657. 7.12.1.10.1.1.3.1.1.1.2 Even positioned groups of 3 from 7.12.1.1.2: 60 20 600 7 90 5 9 40 1 90 10 1 20 600 40 9 40 5 5 40 100 9 90 1 60 100 5 40 1 70 1 40 60 9 90 7 100 60 1 100 1 90 200 600 200 2 9 1 1 9 4 80 70 60 100 60 200 1 90 8 100 60 40 60 9 300 100 1 90 9 1 200 1 100 7 8 7 200 40 1 9 9 1 70 40 80 5 70 1 100 60 200 5 200 10 1 200 100 600 100 60 40 9 1 40 60 20 200 5 9 400 4 5 90 1 40 90 90 60 70 40 1 5 90 60 20 60 100 8 40 600 10 200 200 2 60 7 1 200 90 1 60 200 90 4 5 9 20 5 90 40 1 200 200 90 600 5 9 70 60 90 100 40 400 80 60 200 100 5 30 100 5 80 5 6 60 40 20 100 9 60 3 9 600 40 200 100 9 100 1 9 30 9 10 1 80 9 8 300 7 30 100 1 100 60 40 2 1 90 70 9 40 80 7 3 90 9 90 9 9 7 3 80 5 10 40 20 1 9 40 7 8 600 40 1 9 10 100 7 4 30 70 80 40 100 5 90 9 20 5 9 90 70 100 60 5 300 200 5 50 40 200 90 60 9 1 200 100 80 600 40 40 10 60 40 60 40 1 1 90 5 9 3 60 30 90 100 1 60 100 1 100 60 200 80 7 8 60 100 1 200 5 90 2 1 7 1 200 5 9 10 1 7 1 40 90 90 60 5 200 90 200 40 1 9 90 5 40 60 9 40 1 200 10 1 9 60 10 1 80 1 9 90 5 9 1 100 1 9 60 5 3 80 5 1 2 200 40 40 60 90 20 5 1 100 600 30 5 40 90 8 600 5 9 8 200 9 60 80 600 8 600 600 40 60 100 60 1 90 5 9 4 40 200 90 5 1 400 60 90 30 60 70 5 90 40 5 3 1 40 300 5 50 1 60 50 60 9 8 5 9 70 60 20 9 1 100 60 40 Total: 30580 = 2 x 2 x 5 x 11 x 139. 7.12.1.10.1.1.3.1.1.2 Odd positioned groups of 15 from 7.12.1.2.1: 7 60 10 200 80 100 9 70 60 9 90 5 10 5 9 60 9 90 60 9 40 1 200 100 600 9 90 10 1 9 60 9 60 9 10 5 3 5 40 7 9 1 90 70 1 1 9 1 300 200 8 5 60 200 10 9 70 60 9 60 7 90 5 9 1 5 90 60 9 1 80 9 90 1 9 90 1 40 100 60 90 70 80 60 300 1 9 5 40 100 600 60 70 9 20 60 90 1 90 60 10 1 9 60 200 5 30 600 40 1 600 4 5 90 30 40 4 5 100 60 8 5 20 5 100 1 2 2 1 40 5 40 60 40 400 20 5 70 80 60 200 20 5 3 60 600 4 9 10 1 600 40 5 9 70 5 100 5 1 70 30 9 40 60 9 90 9 40 1 200 7 100 600 60 4 10 1 10 60 40 20 1 30 1 20 1 9 20 1 2 100 1 90 400 5 1 9 1 70 60 5 9 70 5 100 90 10 1 9 5 1 90 100 1 200 9 600 100 1 9 20 1 2 60 40 70 5 80 9 5 1 10 60 10 10 90 90 100 5 300 1 40 100 5 90 40 5 70 1 9 400 1 9 80 5 1 20 7 40 1 9 50 1 40 1 40 100 7 40 400 9 4 5 5 200 40 1 9 60 40 200 100 60 40 7 7 70 9 5 9 1 200 100 60 40 30 1 100 9 1 1 200 100 60 9 90 30 60 40 30 1 9 10 1 8 40 7 40 60 200 2 1 90 9 20 60 100 5 90 100 90 300 7 30 60 90 100 1 90 10 5 3 60 40 100 1 2 7 8 9 60 9 600 90 4 5 30 70 1 9 5 9 2 1 90 10 1 100 1 2 200 80 60 200 10 60 200 5 9 30 60 9 20 7 90 40 100 5 90 1 5 100 7 40 5 90 5 40 60 9 20 5 3 600 40 100 600 40 1 10 100 9 7 20 9 5 200 8 5 600 60 9 4 5 20 9 4 600 30 5 90 600 90 600 40 Total: 28050 = 2 x 3 x 5 x 5 x 11 x 17. 7.12.1.10.1.1.3.1.1.3 Even positioned groups of 15 from 7.12.1.2.1: 600 10 1 10 60 1 200 100 60 200 5 10 4 600 90 200 100 60 9 90 1 40 5 3 40 90 20 9 8 60 1 200 100 7 10 40 60 300 8 1 100 60 20 5 3 1 200 100 7 90 20 9 8 60 40 90 5 100 1 9 200 100 60 200 5 100 600 40 20 5 1 200 100 60 40 200 100 60 40 200 1 9 70 80 5 5 10 80 9 40 60 90 60 200 4 1 6 5 9 40 1 100 1 4 5 60 40 20 5 3 200 40 7 3 30 5 40 1 200 100 9 4 9 1 300 200 100 60 40 10 5 70 9 100 60 1 1 9 100 7 1 40 100 60 40 90 9 40 1 70 20 5 3 5 9 9 60 200 40 70 5 3 60 30 5 9 90 90 600 90 90 100 1 200 80 1 100 60 90 60 60 400 20 60 200 70 60 100 60 200 60 200 100 60 200 100 5 1 70 5 1 80 1 2 2 1 3 5 20 20 100 60 70 80 1 40 5 70 1 200 1 40 10 1 9 5 8 7 10 1 200 100 60 200 10 50 9 1 1 200 9 600 40 10 1 1 200 100 60 40 40 10 1 9 5 1 40 1 200 100 10 1 9 1 70 60 90 100 1 200 100 60 40 90 100 8 60 40 100 5 40 60 40 3 60 20 7 80 60 40 5 40 200 70 60 5 80 9 90 1 100 60 40 5 10 1 40 600 100 7 40 1 9 100 9 600 4 200 60 20 40 10 1 9 5 5 70 1 80 1 1 60 40 10 1 90 60 9 10 60 60 40 5 9 200 1 30 30 1 100 600 40 5 20 5 5 1 200 100 60 100 60 200 70 5 40 80 200 90 1 20 5 9 1 200 600 1 70 60 4 90 5 3 5 40 7 40 5 600 90 8 1 40 9 100 5 30 60 200 9 5 90 100 9 40 600 40 10 1 9 90 1 90 100 5 90 10 1 20 1 Total: 27907 = 11 x 43 x 59. 7.12.1.10.1.1.3.1.1.4 Odd positioned groups of 19 from 7.12.1.2.1: 60 1 200 100 60 200 5 10 4 600 90 60 9 90 60 9 40 1 200 9 8 60 60 9 60 9 10 5 3 5 40 7 9 1 90 70 1 1 8 5 60 200 10 9 70 60 9 60 1 200 100 7 90 20 9 8 60 1 9 200 100 60 200 5 100 600 40 20 5 1 200 100 60 40 90 1 9 70 80 5 5 10 80 9 40 600 60 70 9 20 60 90 1 90 60 5 5 30 600 40 1 600 4 5 90 30 40 4 5 100 60 60 40 20 2 1 40 5 40 60 40 400 9 4 9 1 300 200 100 60 40 10 5 1 1 9 100 7 1 40 100 60 40 90 9 40 1 70 600 40 5 9 40 70 5 3 60 30 5 90 9 40 1 200 7 100 600 60 4 10 1 1 30 1 20 1 9 20 1 2 100 1 90 400 5 60 400 20 60 200 100 90 10 1 9 5 100 5 1 70 5 1 80 1 2 2 1 3 5 70 80 1 40 5 70 1 200 1 40 10 1 9 70 5 80 9 5 1 50 9 1 1 200 1 40 100 5 90 40 5 70 1 9 400 1 9 80 40 1 9 50 1 40 1 40 100 7 40 400 1 40 1 200 100 10 1 100 60 40 7 100 60 40 90 100 8 60 40 100 5 40 60 40 3 60 40 5 40 200 70 60 5 80 9 90 1 1 200 100 60 9 90 30 60 9 100 9 40 7 40 60 200 2 1 90 9 20 60 100 5 90 100 600 90 100 1 90 10 5 3 60 40 100 1 60 40 10 1 90 60 9 10 1 9 1 30 30 1 100 600 40 5 20 5 5 1 200 100 60 5 9 80 200 90 1 20 5 9 1 200 60 200 5 9 30 60 9 20 7 90 90 5 100 7 40 5 90 5 40 60 9 20 5 3 600 40 8 1 40 7 20 9 5 200 8 5 600 600 40 10 1 9 90 1 90 100 5 90 Total: 26730 = 2 x 3 x 3 x 3 x 3 x 3 x 5 x 11. 7.12.1.10.1.1.3.1.1.5 Even positioned groups of 19 from 7.12.1.2.1: 7 60 10 200 80 100 9 70 60 9 90 5 10 5 9 600 10 1 10 100 600 9 90 10 1 9 200 100 60 9 90 1 40 5 3 40 90 20 200 100 7 10 40 60 300 8 1 100 60 20 5 3 1 9 1 300 200 40 90 5 100 1 9 7 90 5 9 1 5 90 60 9 1 80 9 90 40 100 60 90 70 80 60 300 1 9 5 40 100 200 100 60 40 200 1 10 1 9 60 200 60 90 60 200 4 1 6 5 9 40 1 100 1 4 5 3 200 40 7 3 30 5 40 1 200 100 8 5 20 5 100 1 2 70 9 100 60 20 5 70 80 60 200 20 5 3 60 600 4 9 10 1 70 5 100 5 1 70 30 9 40 60 9 20 5 3 5 9 9 60 200 10 60 40 9 90 90 600 90 90 100 1 200 80 1 100 60 90 60 20 70 60 100 60 200 60 200 100 60 200 1 9 1 70 60 5 9 70 5 20 20 1 90 100 1 200 9 600 100 1 9 20 1 2 60 40 100 60 10 60 10 10 90 90 100 5 300 5 8 7 10 1 200 100 60 200 10 5 9 600 40 10 1 1 200 100 60 40 40 10 1 9 5 1 20 7 9 1 70 60 90 100 1 200 9 4 5 5 200 40 1 9 60 40 200 7 70 9 5 9 1 200 100 60 40 30 1 100 9 1 20 7 80 60 40 30 1 9 10 1 8 100 60 40 5 10 1 40 600 100 7 40 1 4 200 60 20 40 10 1 9 5 5 70 1 80 1 90 300 7 30 60 60 60 40 5 9 200 1 2 7 8 9 60 9 600 90 4 5 30 70 2 1 90 10 1 100 1 2 200 80 60 200 10 100 60 200 70 5 40 40 100 5 90 1 600 1 70 60 4 90 5 3 5 40 7 40 5 600 9 100 5 30 60 200 9 5 90 100 9 40 100 600 40 1 10 100 9 10 1 20 1 60 9 4 5 20 9 4 600 30 5 90 600 90 600 40 Total: 29227 = 11 x 2657. 7.12.1.10.1.1.3.1.1.6 Odd positioned groups of 42 from 7.12.1.2.3: 3 90 20 9 8 60 5 4 60 10 9 60 9 60 9 10 200 40 100 5 90 5 3 5 40 7 10 5 300 1 20 9 1 90 70 1 9 60 200 5 3 1 200 10 7 90 5 100 1 9 70 60 9 60 60 200 90 10 1 1 200 100 7 90 5 90 600 40 5 20 9 8 400 9 5 1 9 70 80 5 80 600 40 60 90 60 200 4 30 1 600 90 100 1 6 5 9 40 5 30 60 40 1 1 100 1 4 5 40 5 9 600 8 5 30 600 40 1 9 40 5 40 1 600 4 5 70 90 9 40 1 70 5 9 90 4 5 600 40 5 9 70 60 9 90 100 9 5 100 5 1 70 200 60 1 70 60 30 9 40 60 9 60 40 2 1 80 20 60 4 600 40 5 300 5 100 1 200 100 60 200 90 10 1 9 5 5 10 40 1 7 100 5 1 70 5 1 200 100 60 9 1 80 1 2 2 4 5 9 7 60 70 80 1 60 40 90 200 40 40 5 70 1 200 7 40 100 7 40 1 40 10 1 9 1 40 100 5 90 70 5 80 9 5 1 200 20 7 40 1 1 9 60 60 90 100 1 200 5 50 5 80 400 9 4 5 5 200 8 80 600 70 60 40 1 9 60 40 100 9 90 9 30 200 100 60 40 7 200 90 1 40 9 100 40 9 7 2 1 90 9 20 40 9 60 200 4 60 100 5 90 100 40 100 1 9 90 600 4 200 60 20 5 9 90 5 10 40 10 1 9 5 200 600 40 200 60 40 10 1 9 90 9 40 7 90 60 9 70 9 100 40 80 200 90 1 40 1 200 100 60 20 5 9 1 200 70 5 3 1 80 60 200 5 9 30 100 60 1 7 40 5 600 90 40 1 100 7 90 5 100 7 40 5 600 80 1 40 1 90 5 40 60 9 300 600 40 7 30 20 5 3 600 40 9 20 1 30 1 8 Total: 28039 = 11 x 2549. 7.12.1.10.1.1.3.1.2 Even positioned groups of 42 from 7.12.1.2.3: 200 100 7 10 9 8 1 200 30 40 60 300 8 1 7 30 600 40 4 100 60 20 5 3 60 100 9 1 80 1 9 1 300 200 1 90 9 20 5 8 5 60 200 5 10 80 9 40 100 5 20 5 3 600 60 70 9 20 200 10 1 10 60 60 90 1 90 60 30 1 80 100 200 10 1 9 60 200 80 9 8 7 1 60 90 30 7 8 5 20 60 40 4 5 100 60 30 9 60 40 5 60 200 90 60 400 20 1 1 9 100 7 9 100 60 40 2 1 40 100 60 40 60 200 40 1 5 3 5 9 90 60 70 9 20 9 60 200 40 70 9 7 90 60 200 5 3 60 30 5 9 90 100 60 40 90 9 40 1 200 100 5 90 90 100 7 100 600 90 1 3 5 20 20 1 80 5 4 600 1 90 100 1 200 60 100 5 60 9 9 600 100 1 9 5 30 60 40 60 20 1 2 60 40 40 9 7 90 60 100 60 100 5 9 50 1 40 1 5 4 200 90 1 40 100 7 40 400 1 10 1 9 5 1 40 1 200 100 30 1 100 9 1 10 1 9 1 70 40 1 200 100 60 40 90 100 1 200 100 60 200 8 60 40 100 5 60 70 60 40 20 40 60 40 3 60 200 40 1 9 100 9 60 200 3 5 3 40 7 40 60 200 100 9 30 5 70 1 80 1 60 30 5 40 60 90 300 7 30 60 60 40 10 9 40 90 100 1 90 10 90 1 200 100 600 5 3 60 40 100 100 1 20 200 600 1 4 1 200 60 9 20 7 90 90 200 90 100 1 40 100 5 90 1 5 9 4 9 6 600 1 70 60 4 90 600 80 1 90 90 5 3 5 40 9 70 1 90 Total: 24585 = 3 x 5 x 11 x 149. SF: 168 = 2 x 2 x 2 x 3 x 7. 7.12.1.10.1.1.3.1.2.1 Odd positioned groups of 266 from 7.12.1.2.3: 3 90 20 9 8 60 5 4 60 10 9 60 9 60 9 10 200 40 100 5 90 5 3 5 40 7 10 5 300 1 20 9 1 90 70 1 9 60 200 5 3 1 200 100 7 10 9 8 1 200 30 40 60 300 8 1 7 30 600 40 4 100 60 20 5 3 60 100 9 1 80 1 9 1 300 200 1 90 9 20 5 8 5 60 200 10 7 90 5 100 1 9 70 60 9 60 60 200 90 10 1 1 200 100 7 90 5 90 600 40 5 20 9 8 400 9 5 1 9 70 80 5 80 600 40 60 200 5 10 80 9 40 100 5 20 5 3 600 60 70 9 20 200 10 1 10 60 60 90 1 90 60 30 1 80 100 200 10 1 9 60 200 80 9 8 7 1 60 90 60 200 4 30 1 600 90 100 1 6 5 9 40 5 30 60 40 1 1 100 1 4 5 40 5 9 600 8 5 30 600 40 1 9 40 5 40 1 600 4 5 90 30 7 8 5 20 60 40 4 5 100 60 30 9 60 40 5 60 200 90 60 400 20 1 1 9 100 7 9 100 60 40 2 1 40 100 60 40 60 200 40 1 70 90 9 40 1 70 5 9 90 4 5 600 40 5 90 9 30 200 100 60 40 7 200 90 1 40 9 100 60 40 90 100 1 200 100 60 200 8 60 40 100 5 60 70 60 40 20 40 60 40 3 60 200 40 1 9 100 9 60 200 3 5 3 40 7 40 60 200 100 9 40 9 7 2 1 90 9 20 40 9 60 200 4 60 100 5 90 100 40 100 1 9 90 600 4 200 60 20 5 9 90 5 10 40 10 1 9 5 200 600 40 200 30 5 70 1 80 1 60 30 5 40 60 90 300 7 30 60 60 40 10 9 40 90 100 1 90 10 90 1 200 100 600 5 3 60 40 100 100 1 20 200 600 1 60 40 10 1 9 90 9 40 7 90 60 9 70 9 100 40 80 200 90 1 40 1 200 100 60 20 5 9 1 200 70 5 3 1 80 60 200 5 9 30 100 60 4 1 200 60 9 20 7 90 90 200 90 100 1 40 100 5 90 1 5 9 4 9 6 600 1 70 60 4 90 600 80 1 90 90 5 3 5 40 9 70 1 90 1 7 40 5 600 90 40 1 100 7 90 5 100 7 40 5 600 80 1 40 1 90 5 40 60 9 300 600 40 7 30 20 5 3 600 40 9 20 1 30 1 8 Total: 36850 = 2 x 5 x 5 x 11 x 67. 7.12.1.10.1.1.3.1.2.2 Even positioned groups of 266 from 7.12.1.2.3: 9 70 60 9 90 100 9 5 100 5 1 70 200 60 1 70 60 30 9 40 60 9 60 40 2 1 80 20 5 3 5 9 90 60 70 9 20 9 60 200 40 70 9 7 90 60 200 5 3 60 30 5 9 90 100 60 40 90 9 40 1 200 100 5 90 90 100 7 100 600 60 4 600 40 5 300 5 100 1 200 100 60 200 90 10 1 9 5 5 10 40 1 7 100 5 1 70 5 1 200 100 60 9 1 80 1 2 2 4 5 9 7 90 1 3 5 20 20 1 80 5 4 600 1 90 100 1 200 60 100 5 60 9 9 600 100 1 9 5 30 60 40 60 20 1 2 60 40 40 9 7 90 60 100 60 70 80 1 60 40 90 200 40 40 5 70 1 200 7 40 100 7 40 1 40 10 1 9 1 40 100 5 90 70 5 80 9 5 1 200 20 7 40 1 1 9 60 100 5 9 50 1 40 1 5 4 200 90 1 40 100 7 40 400 1 10 1 9 5 1 40 1 200 100 30 1 100 9 1 10 1 9 1 70 40 1 200 100 60 60 90 100 1 200 5 50 5 80 400 9 4 5 5 200 8 80 600 70 60 40 1 9 60 40 100 9 Total: 15774 = 2 x 3 x 11 x 239. 7.12.1.10.1.1.3.1.2.2.1 Odd positioned groups of 228 from 7.12.1.2.4: 60 100 1 40 60 7 60 10 200 80 200 1 30 70 5 100 9 70 60 9 60 9 90 3 5 90 5 10 5 9 5 3 60 200 90 600 10 1 10 60 600 90 1 70 60 1 200 100 60 200 60 40 1 30 70 5 10 4 600 90 20 20 60 9 90 60 9 90 60 9 1 70 60 4 600 40 1 200 100 600 1 80 70 60 200 9 90 10 1 9 200 100 600 40 20 200 100 60 9 90 200 90 60 200 4 1 40 5 3 40 100 1 9 90 60 40 40 90 200 40 8 90 5 100 1 9 1 40 70 5 90 7 90 5 9 1 1 9 1 10 60 5 90 60 9 1 5 9 90 10 1 80 9 90 1 9 70 1 80 1 2 200 100 60 200 5 40 60 100 9 70 100 600 40 20 5 9 6 7 100 60 1 200 100 60 40 90 1 9 5 300 90 1 40 100 60 60 200 90 5 70 90 70 80 60 300 200 100 60 40 5 1 9 5 40 100 3 60 80 5 9 200 100 60 40 200 1 80 100 600 400 1 10 60 10 10 1 9 70 20 5 90 90 100 5 300 50 1 10 1 40 5 8 7 10 1 7 90 10 5 300 200 100 60 200 10 1 30 60 40 5 50 9 1 1 200 9 3 60 40 200 1 40 100 5 90 90 8 5 40 1 40 5 70 1 9 100 600 20 5 3 400 1 9 80 5 5 200 100 600 40 9 600 40 10 1 200 90 1 40 100 1 200 100 60 40 40 100 60 40 10 40 10 1 9 5 40 5 9 90 100 1 40 60 90 60 200 7 70 9 5 9 80 600 90 1 40 1 200 100 60 40 80 9 90 1 40 30 1 100 9 1 2 1 20 20 60 20 7 80 60 40 7 80 600 8 600 5 40 200 70 60 60 300 7 100 60 5 80 9 90 1 9 30 1 100 9 1 200 100 60 9 70 9 100 60 40 90 30 60 40 30 20 60 40 10 20 1 9 10 1 8 9 5 100 7 80 100 60 40 5 10 5 70 5 8 7 1 40 600 100 7 20 7 90 1 Total: 32549 = 11 x 11 x 269. 7.12.1.10.1.1.3.1.2.2.1.1 Even positioned groups of 228 from 7.12.1.2.4: 40 20 5 3 40 2 1 80 1 200 40 7 3 30 200 40 1 200 100 5 40 1 200 100 9 20 1 100 60 8 5 20 5 100 200 90 600 200 30 1 2 2 1 40 200 40 100 60 40 5 40 60 40 400 40 7 4 5 9 9 4 9 1 300 70 1 80 5 4 200 100 60 40 10 40 60 200 4 5 5 70 9 100 60 100 60 90 1 70 20 5 70 80 60 40 7 3 200 40 200 20 5 3 60 4 5 40 90 60 600 4 9 10 1 7 10 1 10 60 40 90 5 40 60 9 9 90 90 600 90 60 40 20 5 3 90 100 1 200 80 9 4 600 40 4 1 100 60 90 60 5 40 600 300 5 20 1 30 1 20 80 200 2 60 90 1 9 20 1 2 80 1 70 5 40 100 1 90 400 5 70 5 40 1 40 60 400 20 60 200 1 8 600 60 90 70 60 100 60 200 60 90 100 60 200 60 200 100 60 200 5 9 90 60 500 1 9 1 70 60 9 90 70 1 90 5 9 70 10 60 90 600 90 60 40 60 40 5 9 200 100 60 200 8 5 1 2 7 8 9 200 90 100 1 200 60 9 600 90 4 9 1 80 400 9 5 30 70 1 9 90 30 5 100 1 1 30 30 1 100 9 70 80 5 90 600 40 5 20 5 20 60 200 90 5 5 1 200 100 60 40 1 100 1 9 5 9 2 1 90 9 90 80 1 7 10 1 100 1 2 40 1 70 60 100 200 80 60 200 10 100 5 200 90 60 100 60 200 70 5 40 5 1 40 9 100 100 9 8 5 5 5 30 60 200 9 5 5 3 10 1 5 90 100 9 40 600 40 5 10 5 100 600 40 1 10 100 5 90 5 20 100 9 7 20 9 5 9 60 200 100 5 200 8 5 600 600 40 5 9 90 600 40 10 1 9 90 70 60 3 3 90 1 90 100 5 10 1 9 70 5 90 10 1 20 1 100 9 6 5 40 60 9 4 5 20 5 20 5 3 60 9 4 600 30 5 400 5 100 1 9 90 600 90 600 40 Total: 33671 = 11 x 3061. 7.12.1.10.1.1.3.1.2.2.1.2 Odd positioned groups of 18 from 7.12.1.4.2: 60 100 1 40 60 200 40 5 20 8 7 60 60 9 90 5 10 5 600 90 60 200 90 9 40 1 200 100 600 100 60 9 90 60 9 7 600 40 9 1 90 70 1 80 1 10 200 80 30 60 9 90 7 30 100 7 90 10 1 9 60 70 5 90 600 40 1 40 70 5 90 7 5 9 10 1 9 6 7 100 60 200 40 100 70 5 9 4 7 600 100 5 20 5 3 5 9 1 200 100 600 60 90 9 10 1 9 60 1 100 600 60 400 20 600 4 5 90 30 9 20 5 3 60 30 5 60 30 5 40 60 40 400 80 9 90 100 60 8 7 30 5 40 60 9 100 7 90 600 40 100 1 9 100 60 40 5 9 90 4 5 60 9 7 90 600 9 7 90 60 200 40 100 60 100 1 200 80 600 8 5 40 600 300 5 20 5 9 1 20 20 1 100 60 100 1 90 400 90 60 20 1 60 90 5 9 70 5 100 60 1 70 5 20 200 90 80 1 20 1 2 60 40 100 5 90 100 60 60 40 60 20 7 40 7 10 1 40 5 70 9 100 7 90 10 5 9 3 60 40 200 70 20 1 2 60 40 100 60 40 10 1 20 1 5 5 40 5 70 1 5 50 5 80 400 60 30 5 40 60 9 4 100 60 200 100 60 40 40 100 5 90 4 5 1 200 100 60 40 4 80 60 40 9 40 1 40 10 1 9 10 1 8 7 30 5 40 60 10 5 300 1 20 7 200 60 20 7 90 100 1 9 5 9 90 5 60 30 5 40 60 9 60 30 600 40 90 600 90 60 40 90 5 1 200 80 60 200 60 30 40 1 100 1 9 90 600 90 1 9 5 9 100 1 200 80 60 200 200 100 60 10 1 9 60 9 20 7 90 100 70 60 4 5 5 10 20 7 20 5 3 600 40 7 20 9 7 20 1 100 9 30 5 5 10 1 9 20 1 2 600 40 90 70 60 3 100 9 6 5 40 1 Total: 30107 = 7 x 11 x 17 x 23. 7.12.1.10.1.1.3.1.2.2.1.2.1 Even positioned groups of 18 from 7.12.1.4.2: 9 40 60 9 90 20 10 1 9 100 60 40 1 30 70 5 20 600 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 600 40 4 9 1 100 5 9 1 100 60 200 8 5 60 200 10 1 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 90 70 80 60 300 7 60 40 200 70 60 100 600 40 1 80 400 9 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 40 60 40 2 1 80 9 20 1 100 60 90 100 9 40 1 8 5 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 7 3 5 30 600 40 600 200 30 9 40 60 9 4 5 5 9 70 7 100 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 5 9 80 1 90 1 9 30 1 100 60 90 100 60 200 4 9 10 5 40 1 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 100 7 40 90 70 5 400 20 1 30 200 4 1 10 60 10 10 9 5 100 7 90 1 40 5 90 400 1 9 80 5 2 1 90 9 20 9 50 1 40 1 200 1 200 100 60 40 100 1 9 30 1 100 9 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 70 20 7 80 600 8 9 30 1 100 9 1 30 60 200 5 1 200 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 5 2 20 1 90 300 9 20 5 3 60 40 100 5 90 60 10 1 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 10 1 9 70 9 90 8 600 40 200 40 1 200 100 60 40 5 9 100 7 90 600 80 1 40 1 100 7 90 70 5 80 9 4 5 100 3 10 1 100 5 20 20 5 3 60 40 60 100 9 7 20 9 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 29678 = 2 x 11 x 19 x 71. 7.12.1.10.1.1.3.1.2.2.1.2.2 Odd positioned groups of 24 from 7.12.1.4.2: 60 100 1 40 60 200 40 5 20 8 7 60 60 9 90 5 10 5 9 40 60 9 90 20 60 9 90 60 9 7 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 5 9 1 100 60 200 8 5 60 200 10 1 100 7 90 10 1 9 60 70 5 90 600 40 5 9 10 1 9 6 7 100 60 200 40 100 70 5 9 4 7 600 90 70 80 60 300 7 90 9 10 1 9 60 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 9 20 1 100 60 90 100 9 40 1 8 5 60 30 5 40 60 40 400 80 9 90 100 60 9 100 7 90 600 40 100 1 9 100 60 40 5 9 90 4 5 60 7 3 5 30 600 40 100 1 200 80 600 8 7 100 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 9 30 1 100 60 90 100 60 200 4 9 10 90 60 20 1 60 90 5 9 70 5 100 60 80 1 20 1 2 60 40 100 5 90 100 60 60 40 60 20 7 40 100 7 40 90 70 5 9 3 60 40 200 70 5 100 7 90 1 40 5 90 400 1 9 80 5 2 1 90 9 20 1 200 100 60 40 100 1 9 30 1 100 9 5 50 5 80 400 60 30 5 40 60 9 4 40 100 5 90 4 5 1 200 100 60 40 4 80 60 40 9 40 1 70 20 7 80 600 8 10 5 300 1 20 7 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 9 20 5 3 60 40 100 5 90 60 10 1 60 30 600 40 90 600 90 60 40 90 5 1 40 1 100 1 9 90 600 90 1 9 5 9 100 1 200 80 60 200 10 1 9 70 9 90 70 60 4 5 5 10 100 7 90 600 80 1 40 1 100 7 90 70 5 80 9 4 5 100 20 5 3 60 40 60 100 9 7 20 9 1 10 1 9 20 1 2 600 40 90 70 60 3 Total: 27852 = 2 x 2 x 3 x 11 x 211. 7.12.1.10.1.1.3.1.2.2.1.2.2.1 Even positioned groups of 24 from 7.12.1.4.2: 10 1 9 100 60 40 1 30 70 5 20 600 600 90 60 200 90 9 40 1 200 100 600 100 600 40 9 1 90 70 1 80 1 10 200 80 30 60 9 90 7 30 600 40 4 9 1 100 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 60 40 200 70 60 100 600 40 1 80 400 9 100 5 20 5 3 5 9 1 200 100 600 60 1 100 600 60 400 20 600 4 5 90 30 9 20 5 3 60 30 5 40 60 40 2 1 80 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 600 200 30 9 40 60 9 4 5 5 9 70 9 7 90 600 9 7 90 60 200 40 100 60 5 40 600 300 5 20 5 9 1 20 20 1 100 60 100 1 90 400 5 9 80 1 90 1 1 70 5 20 200 90 5 40 1 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 400 20 1 30 200 4 1 10 60 10 10 9 7 10 1 40 5 70 9 100 7 90 10 5 20 1 2 60 40 100 60 40 10 1 20 1 5 5 40 5 70 1 9 50 1 40 1 200 100 60 200 100 60 40 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 9 30 1 100 9 1 30 60 200 5 1 200 40 10 1 9 10 1 8 7 30 5 40 60 200 60 20 7 90 100 1 9 5 9 90 5 60 30 5 40 60 9 5 2 20 1 90 300 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 8 600 40 200 40 1 200 100 60 40 5 9 200 100 60 10 1 9 60 9 20 7 90 100 20 7 20 5 3 600 40 7 20 9 7 20 1 100 9 30 5 5 3 10 1 100 5 20 100 9 6 5 40 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 31933 = 11 x 2903. 7.12.1.10.1.1.3.1.2.2.1.2.2.2 Odd positioned groups of 36 from 7.12.1.4.2: 600 90 60 200 90 9 40 1 200 100 600 100 60 9 90 60 9 7 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 100 7 90 10 1 9 60 70 5 90 600 40 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 100 5 20 5 3 5 9 1 200 100 600 60 90 9 10 1 9 60 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 60 30 5 40 60 40 400 80 9 90 100 60 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 9 7 90 600 9 7 90 60 200 40 100 60 100 1 200 80 600 8 7 100 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 90 60 20 1 60 90 5 9 70 5 100 60 1 70 5 20 200 90 5 40 1 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 7 10 1 40 5 70 9 100 7 90 10 5 9 3 60 40 200 70 5 100 7 90 1 40 5 90 400 1 9 80 5 2 1 90 9 20 5 50 5 80 400 60 30 5 40 60 9 4 100 60 200 100 60 40 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 40 10 1 9 10 1 8 7 30 5 40 60 10 5 300 1 20 7 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 60 30 600 40 90 600 90 60 40 90 5 1 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 200 100 60 10 1 9 60 9 20 7 90 100 70 60 4 5 5 10 100 7 90 600 80 1 40 1 100 7 90 70 5 80 9 4 5 100 10 1 9 20 1 2 600 40 90 70 60 3 100 9 6 5 40 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 31416 = 2 x 2 x 2 x 3 x 7 x 11 x 17. 7.12.1.10.1.1.3.1.2.2.2 Even positioned groups of 36 from 7.12.1.4.2: 60 100 1 40 60 200 40 5 20 8 7 60 60 9 90 5 10 5 9 40 60 9 90 20 10 1 9 100 60 40 1 30 70 5 20 600 600 40 9 1 90 70 1 80 1 10 200 80 30 60 9 90 7 30 600 40 4 9 1 100 5 9 1 100 60 200 8 5 60 200 10 1 5 9 10 1 9 6 7 100 60 200 40 100 70 5 9 4 7 600 90 70 80 60 300 7 60 40 200 70 60 100 600 40 1 80 400 9 1 100 600 60 400 20 600 4 5 90 30 9 20 5 3 60 30 5 40 60 40 2 1 80 9 20 1 100 60 90 100 9 40 1 8 5 9 100 7 90 600 40 100 1 9 100 60 40 5 9 90 4 5 60 7 3 5 30 600 40 600 200 30 9 40 60 9 4 5 5 9 70 5 40 600 300 5 20 5 9 1 20 20 1 100 60 100 1 90 400 5 9 80 1 90 1 9 30 1 100 60 90 100 60 200 4 9 10 80 1 20 1 2 60 40 100 5 90 100 60 60 40 60 20 7 40 100 7 40 90 70 5 400 20 1 30 200 4 1 10 60 10 10 9 20 1 2 60 40 100 60 40 10 1 20 1 5 5 40 5 70 1 9 50 1 40 1 200 1 200 100 60 40 100 1 9 30 1 100 9 40 100 5 90 4 5 1 200 100 60 40 4 80 60 40 9 40 1 70 20 7 80 600 8 9 30 1 100 9 1 30 60 200 5 1 200 200 60 20 7 90 100 1 9 5 9 90 5 60 30 5 40 60 9 5 2 20 1 90 300 9 20 5 3 60 40 100 5 90 60 10 1 40 1 100 1 9 90 600 90 1 9 5 9 100 1 200 80 60 200 10 1 9 70 9 90 8 600 40 200 40 1 200 100 60 40 5 9 20 7 20 5 3 600 40 7 20 9 7 20 1 100 9 30 5 5 3 10 1 100 5 20 20 5 3 60 40 60 100 9 7 20 9 1 Total: 28369 = 11 x 2579. SF: 2590 = 2 x 5 x 7 x 37. 7.12.1.10.1.1.3.2 Odd positioned groups of 48 from 7.12.1.4.2: 60 9 90 60 9 7 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 600 40 9 1 90 70 1 80 1 10 200 80 30 60 9 90 7 30 600 40 4 9 1 100 5 9 10 1 9 6 7 100 60 200 40 100 70 5 9 4 7 600 90 70 80 60 300 7 60 40 200 70 60 100 600 40 1 80 400 9 100 5 20 5 3 5 9 1 200 100 600 60 9 20 1 100 60 90 100 9 40 1 8 5 60 30 5 40 60 40 400 80 9 90 100 60 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 100 1 200 80 600 8 7 100 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 5 40 600 300 5 20 5 9 1 20 20 1 100 60 100 1 90 400 5 9 80 1 90 1 80 1 20 1 2 60 40 100 5 90 100 60 60 40 60 20 7 40 100 7 40 90 70 5 400 20 1 30 200 4 1 10 60 10 10 9 7 10 1 40 5 70 9 100 7 90 10 5 1 200 100 60 40 100 1 9 30 1 100 9 5 50 5 80 400 60 30 5 40 60 9 4 100 60 200 100 60 40 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 10 5 300 1 20 7 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 200 60 20 7 90 100 1 9 5 9 90 5 60 30 5 40 60 9 5 2 20 1 90 300 40 1 100 1 9 90 600 90 1 9 5 9 100 1 200 80 60 200 10 1 9 70 9 90 8 600 40 200 40 1 200 100 60 40 5 9 200 100 60 10 1 9 60 9 20 7 90 100 20 5 3 60 40 60 100 9 7 20 9 1 10 1 9 20 1 2 600 40 90 70 60 3 100 9 6 5 40 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 30910 = 2 x 5 x 11 x 281. SF: 299 = 13 x 23. 7.12.1.10.1.1.3.2.1 Even positioned groups of 48 from 7.12.1.4.2: 60 100 1 40 60 200 40 5 20 8 7 60 60 9 90 5 10 5 9 40 60 9 90 20 10 1 9 100 60 40 1 30 70 5 20 600 600 90 60 200 90 9 40 1 200 100 600 100 5 9 1 100 60 200 8 5 60 200 10 1 100 7 90 10 1 9 60 70 5 90 600 40 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 90 9 10 1 9 60 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 1 100 600 60 400 20 600 4 5 90 30 9 20 5 3 60 30 5 40 60 40 2 1 80 9 100 7 90 600 40 100 1 9 100 60 40 5 9 90 4 5 60 7 3 5 30 600 40 600 200 30 9 40 60 9 4 5 5 9 70 9 7 90 600 9 7 90 60 200 40 100 60 9 30 1 100 60 90 100 60 200 4 9 10 90 60 20 1 60 90 5 9 70 5 100 60 1 70 5 20 200 90 5 40 1 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 9 3 60 40 200 70 5 100 7 90 1 40 5 90 400 1 9 80 5 2 1 90 9 20 20 1 2 60 40 100 60 40 10 1 20 1 5 5 40 5 70 1 9 50 1 40 1 200 40 100 5 90 4 5 1 200 100 60 40 4 80 60 40 9 40 1 70 20 7 80 600 8 9 30 1 100 9 1 30 60 200 5 1 200 40 10 1 9 10 1 8 7 30 5 40 60 9 20 5 3 60 40 100 5 90 60 10 1 60 30 600 40 90 600 90 60 40 90 5 1 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 70 60 4 5 5 10 100 7 90 600 80 1 40 1 100 7 90 70 5 80 9 4 5 100 20 7 20 5 3 600 40 7 20 9 7 20 1 100 9 30 5 5 3 10 1 100 5 20 Total: 28875 = 3 x 5 x 5 x 5 x 7 x 11. 7.12.1.10.1.1.3.2.2 Odd positioned groups of 216 from 7.12.1.4.2: 60 100 1 40 60 200 40 5 20 8 7 60 60 9 90 5 10 5 9 40 60 9 90 20 10 1 9 100 60 40 1 30 70 5 20 600 600 90 60 200 90 9 40 1 200 100 600 100 60 9 90 60 9 7 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 600 40 9 1 90 70 1 80 1 10 200 80 30 60 9 90 7 30 600 40 4 9 1 100 5 9 1 100 60 200 8 5 60 200 10 1 100 7 90 10 1 9 60 70 5 90 600 40 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 5 9 10 1 9 6 7 100 60 200 40 100 70 5 9 4 7 600 90 70 80 60 300 7 60 40 200 70 60 100 600 40 1 80 400 9 100 5 20 5 3 5 9 1 200 100 600 60 90 9 10 1 9 60 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 80 1 20 1 2 60 40 100 5 90 100 60 60 40 60 20 7 40 100 7 40 90 70 5 400 20 1 30 200 4 1 10 60 10 10 9 7 10 1 40 5 70 9 100 7 90 10 5 9 3 60 40 200 70 5 100 7 90 1 40 5 90 400 1 9 80 5 2 1 90 9 20 20 1 2 60 40 100 60 40 10 1 20 1 5 5 40 5 70 1 9 50 1 40 1 200 1 200 100 60 40 100 1 9 30 1 100 9 5 50 5 80 400 60 30 5 40 60 9 4 100 60 200 100 60 40 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 40 100 5 90 4 5 1 200 100 60 40 4 80 60 40 9 40 1 70 20 7 80 600 8 9 30 1 100 9 1 30 60 200 5 1 200 40 10 1 9 10 1 8 7 30 5 40 60 10 5 300 1 20 7 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 Total: 26763 = 3 x 11 x 811. 7.12.1.10.1.1.4 Even positioned groups of 216 from 7.12.1.4.2: 1 100 600 60 400 20 600 4 5 90 30 9 20 5 3 60 30 5 40 60 40 2 1 80 9 20 1 100 60 90 100 9 40 1 8 5 60 30 5 40 60 40 400 80 9 90 100 60 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 9 100 7 90 600 40 100 1 9 100 60 40 5 9 90 4 5 60 7 3 5 30 600 40 600 200 30 9 40 60 9 4 5 5 9 70 9 7 90 600 9 7 90 60 200 40 100 60 100 1 200 80 600 8 7 100 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 5 40 600 300 5 20 5 9 1 20 20 1 100 60 100 1 90 400 5 9 80 1 90 1 9 30 1 100 60 90 100 60 200 4 9 10 90 60 20 1 60 90 5 9 70 5 100 60 1 70 5 20 200 90 5 40 1 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 200 60 20 7 90 100 1 9 5 9 90 5 60 30 5 40 60 9 5 2 20 1 90 300 9 20 5 3 60 40 100 5 90 60 10 1 60 30 600 40 90 600 90 60 40 90 5 1 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 40 1 100 1 9 90 600 90 1 9 5 9 100 1 200 80 60 200 10 1 9 70 9 90 8 600 40 200 40 1 200 100 60 40 5 9 200 100 60 10 1 9 60 9 20 7 90 100 70 60 4 5 5 10 100 7 90 600 80 1 40 1 100 7 90 70 5 80 9 4 5 100 20 7 20 5 3 600 40 7 20 9 7 20 1 100 9 30 5 5 3 10 1 100 5 20 20 5 3 60 40 60 100 9 7 20 9 1 10 1 9 20 1 2 600 40 90 70 60 3 100 9 6 5 40 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 33022 = 2 x 11 x 19 x 79. 7.12.1.10.1.1.4.1 Odd positioned groups of 2 from 7.12.1.5.2: 1 40 7 60 60 9 9 90 90 9 1 10 90 10 30 70 5 600 9 40 200 90 200 100 9 1 40 5 40 100 60 10 60 9 40 7 5 300 3 5 100 7 20 30 40 4 7 90 200 8 4 60 60 200 200 90 9 8 60 40 70 5 7 90 9 1 9 90 2 60 60 200 3 5 100 60 2 7 60 90 7 40 3 60 9 1 9 70 5 80 20 5 600 60 90 60 1 80 1 200 60 200 100 60 40 1 9 60 1 600 40 60 30 9 7 30 40 7 60 200 1 100 8 5 1 40 40 100 9 3 9 1 1 8 4 5 90 100 60 200 1 30 200 90 9 40 40 100 90 60 90 4 600 40 1 70 60 1 80 1 3 5 60 9 60 200 5 3 200 7 3 5 90 5 5 80 100 1 600 9 600 300 20 1 1 2 1 70 40 100 20 60 1 9 60 200 90 8 60 5 9 30 5 10 100 60 80 1 40 4 5 4 1 90 1 9 30 60 60 200 70 80 100 60 7 40 200 100 5 1 7 40 50 1 5 70 100 60 20 1 60 40 1 40 1 9 600 20 40 9 40 10 5 20 40 10 40 10 1 9 600 5 1 10 200 90 1 9 60 40 5 80 9 4 60 40 9 90 9 40 40 90 90 5 40 20 7 8 9 1 5 30 2 1 90 10 40 200 80 60 1 100 1 200 40 30 60 40 80 60 40 5 90 10 1 200 1 30 200 2 90 100 40 100 200 100 10 1 5 200 5 40 90 300 90 10 1 200 600 40 40 10 4 60 60 40 200 10 9 60 1 9 90 30 3 80 40 5 20 20 100 1 5 9 1 2 1 70 60 30 200 70 90 8 100 60 100 9 30 60 9 60 5 9 200 100 5 3 70 9 100 7 5 100 60 9 600 40 1 90 40 9 40 1 10 1 5 90 10 100 300 600 600 40 200 100 1 90 90 10 6 5 60 9 30 5 5 100 Total: 27456 = 2 x 2 x 2 x 2 x 2 x 2 x 3 x 11 x 13. SF: 39 = 3 x 13. 7.12.1.10.1.1.4.1.1 Even positioned groups of 2 from 7.12.1.5.2: 40 5 80 100 5 9 5 3 200 100 200 100 100 60 60 9 60 9 100 600 80 70 20 5 60 9 600 100 90 3 1 90 10 5 5 9 9 60 100 60 60 300 90 7 9 1 1 9 200 10 90 5 1 80 100 7 100 60 40 8 20 9 1 5 9 5 70 1 90 1 600 40 1 9 9 5 90 1 60 300 100 60 9 90 60 40 90 2 60 200 9 1 20 60 1 100 80 9 70 80 6 5 3 5 9 600 5 30 90 30 8 5 5 70 20 5 5 40 200 100 100 9 100 1 7 90 40 7 60 100 100 60 5 40 90 1 20 5 3 60 5 40 20 60 9 100 4 5 1 70 7 3 70 5 600 40 60 40 1 40 60 200 600 9 100 60 90 9 60 4 40 5 9 4 90 600 600 8 40 4 5 9 20 1 200 4 70 5 60 200 60 100 100 60 90 60 1 9 5 100 200 100 7 30 1 70 1 40 7 90 5 40 200 9 200 7 40 9 9 90 5 70 20 7 100 5 70 5 10 10 9 70 40 8 7 10 1 9 40 5 5 100 90 40 40 1 5 200 4 1 200 100 60 40 9 90 1 20 40 1 4 200 5 40 1 200 7 3 100 60 30 5 200 40 60 30 200 90 80 7 60 40 100 60 90 60 7 70 60 40 9 90 60 40 80 60 100 60 100 60 30 60 9 90 5 2 9 5 1 200 40 600 1 20 3 5 40 7 9 20 9 60 90 200 200 60 9 90 200 30 5 2 60 90 1 20 100 1 40 40 60 9 40 90 200 8 1 2 90 4 1 80 1 100 30 1 3 60 90 5 600 90 90 10 600 40 100 5 1 200 80 200 200 40 3 1 60 200 7 90 200 90 6 60 70 60 5 100 90 1 5 80 5 90 60 200 9 20 1 400 30 60 30 5 5 10 100 600 20 9 9 60 90 5 10 1 60 50 70 5 200 100 20 9 9 5 Total: 28336 = 2 x 2 x 2 x 2 x 7 x 11 x 23. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.10.1.1.4.1.2 Odd positioned groups of 171 from 7.12.1.5.3: 1 9 70 2 200 100 40 60 200 5 3 5 100 600 60 60 90 1 10 1 100 80 100 200 7 1 200 80 60 90 1 6 5 60 40 7 60 40 1 600 8 5 3 5 30 600 4 5 60 40 60 5 20 60 40 5 70 30 60 40 200 40 7 40 600 40 1 200 100 100 60 90 1 8 5 1 2 2 9 7 90 100 60 40 5 9 3 100 9 4 200 100 60 8 7 30 200 4 5 1 70 5 9 20 5 200 20 5 90 1 30 40 90 60 400 20 60 40 1 1 1 40 100 5 9 7 40 1 70 4 5 60 30 600 40 5 100 5 100 600 40 1 70 60 1 80 1 40 20 5 9 60 200 9 7 90 90 60 200 60 40 20 200 90 9 7 100 600 7 3 5 300 1 20 9 50 1 100 600 5 200 90 1 9 5 40 90 1 40 10 1 9 3 1 3 200 100 60 80 400 60 60 9 4 40 1 9 40 60 30 90 9 30 40 9 40 7 100 60 8 60 40 5 9 90 60 40 20 60 200 10 20 7 70 1 200 100 9 5 30 90 1 40 20 60 40 10 20 7 5 40 200 60 200 70 7 100 60 100 9 1 5 1 200 90 30 60 200 5 2 40 10 20 7 80 60 200 100 60 1 40 600 10 5 300 90 1 200 5 3 80 5 40 7 2 1 90 200 90 100 60 200 4 9 90 200 100 600 4 40 10 1 90 5 50 40 200 30 40 60 9 1 90 300 90 100 1 300 1 20 200 100 600 200 600 40 40 1 60 90 60 9 Total: 25322 = 2 x 11 x 1151. 7.12.1.10.1.1.4.2 Even positioned groups of 171 from 7.12.1.5.3: 40 60 200 8 7 60 100 9 70 90 5 9 90 3 5 200 90 9 100 600 10 1 200 100 10 1 9 1 30 70 9 90 3 3 60 9 40 1 200 60 200 90 70 60 200 40 20 5 1 200 100 1 40 5 100 5 5 9 90 3 10 9 30 40 60 9 5 3 5 7 5 9 300 1 20 5 3 5 60 1 200 40 60 300 30 60 9 600 40 4 1 80 8 100 1 9 8 5 60 9 4 60 5 100 1 10 1 80 90 1 200 20 9 8 60 200 100 200 40 8 5 90 7 30 7 90 5 90 60 400 9 5 90 10 1 1 2 60 1 200 100 100 600 40 5 9 10 7 100 60 5 300 60 7 90 1 90 70 80 100 7 40 60 40 5 5 9 90 1 200 100 5 300 7 60 9 4 80 9 90 90 100 1 8 7 100 600 40 4 300 5 20 20 20 1 1 9 20 40 200 4 70 5 40 1 40 100 200 60 400 70 60 100 9 30 1 100 60 200 60 500 5 10 1 9 5 9 70 1 9 30 100 60 200 1 7 30 60 100 5 1 80 1 40 100 60 9 7 90 4 600 10 40 1 90 9 600 100 60 200 7 60 40 60 90 60 200 90 100 60 40 5 70 60 40 60 100 7 40 5 90 1 40 70 5 1 10 60 40 7 40 70 20 5 1 40 8 70 5 8 200 100 60 9 10 1 60 40 5 40 200 70 90 1 40 40 5 70 1 40 1 20 5 3 600 40 9 1 9 600 1 200 100 20 1 2 60 40 10 90 100 7 60 30 600 90 60 40 8 5 60 100 1 2 60 9 600 10 1 9 80 400 9 100 1 100 80 1 30 600 40 5 60 40 1 200 90 5 1 9 90 9 5 9 10 1 100 100 600 40 70 60 100 90 60 30 200 100 60 40 80 200 8 600 40 200 100 60 1 80 60 5 60 200 60 9 20 1 9 60 90 100 1 9 6 60 100 600 1 90 5 3 100 60 5 1 90 1 7 90 70 4 5 100 90 5 40 90 60 200 40 7 30 30 1 90 400 8 1 5 30 60 1 100 9 3 10 1 10 5 9 600 100 600 100 9 7 40 300 600 60 200 100 9 90 5 100 600 40 90 1 90 50 60 200 9 70 5 5 40 1 40 60 9 9 4 600 5 9 5 100 1 9 Total: 37917 = 3 x 3 x 11 x 383. 7.12.1.10.1.2 Odd positioned groups of 6 from 7.12.1.5.5: 40 5 20 8 7 60 60 9 7 90 5 9 5 3 60 200 90 9 1 10 60 1 200 100 100 60 40 1 30 70 5 600 80 3 60 9 100 600 100 60 200 90 60 100 9 1 80 8 1 300 200 8 5 60 8 7 90 5 100 1 70 60 200 90 1 200 60 40 100 60 200 100 1 40 70 5 90 7 5 9 1 5 90 60 80 5 9 90 10 1 9 1 200 100 600 60 90 60 200 10 1 100 80 9 8 7 1 200 60 200 4 1 6 5 3 5 30 60 40 1 9 60 7 3 5 30 90 30 9 60 40 60 100 60 90 1 70 5 70 80 60 200 20 5 7 4 5 40 90 60 200 90 9 40 1 1 60 40 4 5 9 7 5 9 90 4 5 60 5 9 70 5 100 5 4 200 60 1 70 60 5 9 1 20 20 1 1 2 600 40 200 4 70 5 40 1 40 100 20 60 200 70 60 100 100 60 90 100 60 200 90 8 5 10 1 9 5 100 60 1 9 30 1 40 100 5 90 1 80 9 5 1 10 60 10 1 9 70 20 5 600 40 5 70 5 8 200 10 1 9 10 1 9 3 60 40 200 70 100 5 90 40 5 70 200 100 600 20 5 3 30 5 40 60 9 4 60 40 60 40 60 30 200 90 1 40 9 40 40 90 100 8 60 40 100 60 70 60 40 20 7 8 5 20 7 70 60 40 4 9 5 30 60 200 3 5 3 80 40 60 200 2 1 90 600 40 9 60 200 4 40 1 200 100 600 4 9 5 9 90 5 50 60 30 5 40 60 9 7 30 60 90 100 1 1 90 1 200 100 600 600 90 1 9 5 9 1 2 1 100 600 40 100 5 200 90 60 30 200 70 5 40 80 200 200 40 1 200 100 60 100 9 8 5 60 200 7 90 100 1 9 60 600 40 5 10 5 9 40 1 10 100 9 7 40 5 9 60 200 100 50 1 200 100 600 40 100 5 60 50 60 200 100 9 6 5 40 1 4 5 20 9 4 600 80 400 5 100 1 9 Total: 30448 = 2 x 2 x 2 x 2 x 11 x 173. 7.12.1.10.1.2.1 Even positioned groups of 6 from 7.12.1.5.5: 60 100 1 40 60 200 10 200 80 100 9 70 100 60 9 90 3 5 40 1 200 100 600 10 60 200 90 10 1 9 20 20 60 9 90 3 90 60 9 40 1 200 10 1 80 70 60 200 7 90 5 100 1 9 200 10 1 9 4 60 60 200 90 10 1 80 100 7 90 20 9 8 60 40 90 200 40 8 20 9 10 30 7 90 9 1 80 400 9 5 100 5 20 5 3 5 70 9 20 60 90 1 1 30 1 80 100 200 100 600 70 80 60 90 9 40 100 60 40 7 40 5 9 600 8 5 600 40 1 600 4 5 40 7 8 5 20 60 90 100 5 9 20 5 3 60 200 90 1 30 200 90 60 400 20 60 9 100 7 1 40 100 90 60 200 40 1 70 7 3 5 30 600 40 1 70 60 100 600 40 5 40 600 300 5 20 30 1 20 1 9 20 600 80 1 70 5 40 9 100 60 200 60 400 60 200 1 9 30 1 5 9 90 60 500 5 1 70 60 5 9 70 1 1 200 100 60 200 200 100 60 40 70 5 10 10 9 40 7 40 50 1 10 1 40 8 7 10 1 200 100 60 20 1 30 60 40 5 5 100 7 90 1 40 1 9 50 1 40 1 5 50 5 80 400 60 5 5 200 40 1 9 1 100 9 90 9 30 1 1 80 7 100 60 100 5 90 5 9 90 40 60 90 60 200 10 9 5 9 1 200 100 5 80 9 90 1 40 1 30 30 5 40 7 9 20 5 200 90 100 40 100 1 9 90 200 200 60 20 40 10 1 5 200 600 40 200 30 5 2 20 1 90 300 90 10 5 300 1 20 40 1 100 1 9 90 2 1 90 10 1 100 200 40 1 70 60 100 5 40 1 200 100 60 90 1 90 8 600 40 70 5 3 1 80 60 5 9 30 60 9 20 9 90 200 90 100 1 5 90 100 600 100 600 20 9 1 40 300 600 600 40 5 9 90 5 10 1 9 90 1 90 90 10 1 9 70 5 200 100 60 40 60 9 30 5 40 5 9 5 Total: 32692 = 2 x 2 x 11 x 743. 7.12.1.10.1.2.2 Odd positioned groups of 90 from 7.12.1.5.5: 60 100 9 1 80 8 7 90 5 100 1 9 1 300 200 8 5 60 200 10 1 9 4 60 8 7 90 5 100 1 60 200 90 10 1 80 70 60 200 90 1 200 100 7 90 20 9 8 60 40 100 60 200 100 60 40 90 200 40 8 1 40 70 5 90 7 20 9 10 30 7 90 5 9 1 5 90 60 9 1 80 400 9 5 80 5 9 90 10 1 100 60 90 1 70 5 90 100 5 9 20 5 70 80 60 200 20 5 3 60 200 90 1 30 7 4 5 40 90 60 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 1 40 100 60 40 4 5 9 7 90 60 200 40 1 70 5 9 90 4 5 60 7 3 5 30 600 40 5 9 70 5 100 5 1 70 60 100 600 40 4 200 60 1 70 60 1 40 100 5 90 1 200 100 60 40 70 5 80 9 5 1 10 60 10 10 9 40 7 40 10 1 9 70 20 5 50 1 10 1 40 8 600 40 5 70 5 8 7 10 1 200 100 60 200 10 1 9 10 1 20 1 30 60 40 5 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 60 200 3 5 3 80 1 30 30 5 40 7 40 60 200 2 1 90 9 20 5 200 90 100 600 40 9 60 200 4 40 100 1 9 90 200 40 1 200 100 600 4 200 60 20 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 600 40 5 10 5 9 5 90 100 600 100 600 40 1 10 100 9 7 20 9 1 40 300 600 40 5 9 60 200 100 600 40 5 9 90 5 50 1 200 100 600 40 10 1 9 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 Total: 31427 = 11 x 2857. 7.12.1.10.2 Even positioned groups of 90 from 7.12.1.5.5: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 100 9 70 60 9 7 90 5 9 100 60 9 90 3 5 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 1 200 100 60 200 90 10 1 9 100 60 40 1 30 70 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 40 1 200 100 600 100 60 200 90 10 1 80 70 60 200 100 5 20 5 3 5 9 1 200 100 600 60 70 9 20 60 90 1 90 60 200 10 1 100 1 30 1 80 100 200 80 9 8 7 1 200 100 600 70 80 60 90 60 200 4 1 6 5 9 40 100 60 40 7 3 5 30 60 40 1 40 5 9 600 8 5 9 60 7 3 5 30 600 40 1 600 4 5 90 30 9 60 40 60 40 7 8 5 20 60 5 40 600 300 5 20 5 9 1 20 20 1 30 1 20 1 9 20 1 2 600 40 200 4 600 80 1 70 5 40 70 5 40 1 40 100 9 100 60 200 60 400 20 60 200 70 60 100 60 200 1 9 30 1 100 60 90 100 60 200 5 9 90 60 500 5 90 8 5 10 1 9 1 70 60 5 9 70 5 100 60 1 9 30 1 1 200 100 60 200 5 50 5 80 400 60 30 5 40 60 9 4 5 5 200 40 1 9 60 40 60 40 60 30 1 100 9 90 9 30 200 90 1 40 9 40 1 1 80 7 100 60 40 90 100 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 40 1 100 1 9 90 600 90 1 9 5 9 2 1 90 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 100 5 200 90 60 30 5 40 1 200 100 60 200 70 5 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 60 9 20 7 90 100 1 9 60 9 90 200 90 100 1 Total: 31713 = 3 x 11 x 31 x 31. 7.12.1.10.2.1 Odd positioned groups of 150 from 7.12.1.5.5: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 100 9 70 60 9 7 90 5 9 100 60 9 90 3 5 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 1 200 100 60 200 90 10 1 9 100 60 40 1 30 70 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 40 1 200 100 600 100 60 200 90 10 1 80 70 60 200 60 100 9 1 80 8 7 90 5 100 1 9 1 300 200 8 5 60 200 10 1 9 4 60 8 7 90 5 100 1 60 200 90 10 1 80 70 60 200 90 1 200 100 7 90 20 9 8 60 40 100 60 200 100 60 40 90 200 40 8 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 1 40 100 60 40 4 5 9 7 90 60 200 40 1 70 5 9 90 4 5 60 7 3 5 30 600 40 5 9 70 5 100 5 1 70 60 100 600 40 4 200 60 1 70 60 5 40 600 300 5 20 5 9 1 20 20 1 30 1 20 1 9 20 1 2 600 40 200 4 600 80 1 70 5 40 70 5 40 1 40 100 9 100 60 200 60 400 20 60 200 70 60 100 60 200 1 9 30 1 100 60 90 100 60 200 5 9 90 60 500 5 90 8 5 10 1 9 1 70 60 5 9 70 5 100 60 1 9 30 1 1 200 100 60 200 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 60 200 3 5 3 80 1 30 30 5 40 7 40 60 200 2 1 90 9 20 5 200 90 100 600 40 9 60 200 4 40 100 1 9 90 200 40 1 200 100 600 4 200 60 20 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 1 100 1 9 90 600 90 1 9 5 9 2 1 90 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 Total: 33132 = 2 x 2 x 3 x 11 x 251. 7.12.1.10.2.1.1 Even positioned groups of 150 from 7.12.1.5.5: 1 40 70 5 90 7 20 9 10 30 7 90 5 9 1 5 90 60 9 1 80 400 9 5 80 5 9 90 10 1 100 5 20 5 3 5 9 1 200 100 600 60 70 9 20 60 90 1 90 60 200 10 1 100 1 30 1 80 100 200 80 9 8 7 1 200 100 600 70 80 60 90 60 200 4 1 6 5 9 40 100 60 40 7 3 5 30 60 40 1 40 5 9 600 8 5 9 60 7 3 5 30 600 40 1 600 4 5 90 30 9 60 40 60 40 7 8 5 20 60 100 60 90 1 70 5 90 100 5 9 20 5 70 80 60 200 20 5 3 60 200 90 1 30 7 4 5 40 90 60 1 40 100 5 90 1 200 100 60 40 70 5 80 9 5 1 10 60 10 10 9 40 7 40 10 1 9 70 20 5 50 1 10 1 40 8 600 40 5 70 5 8 7 10 1 200 100 60 200 10 1 9 10 1 20 1 30 60 40 5 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 5 50 5 80 400 60 30 5 40 60 9 4 5 5 200 40 1 9 60 40 60 40 60 30 1 100 9 90 9 30 200 90 1 40 9 40 1 1 80 7 100 60 40 90 100 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 100 5 200 90 60 30 5 40 1 200 100 60 200 70 5 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 60 9 20 7 90 100 1 9 60 9 90 200 90 100 1 600 40 5 10 5 9 5 90 100 600 100 600 40 1 10 100 9 7 20 9 1 40 300 600 40 5 9 60 200 100 600 40 5 9 90 5 50 1 200 100 600 40 10 1 9 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 Total: 30008 = 2 x 2 x 2 x 11 x 11 x 31. 7.12.1.10.2.1.2 Odd positioned groups of 45 from 7.12.1.5.6: 5 3 5 40 7 8 7 5 9 90 10 5 300 1 20 9 60 200 5 3 5 40 5 100 60 1 200 100 7 10 40 60 300 8 1 20 30 60 9 90 7 30 600 40 4 90 70 80 60 300 7 100 7 40 1 200 100 60 40 5 3 60 80 5 9 90 8 1 9 1 200 100 60 40 200 1 9 70 80 5 90 2 200 100 5 80 600 40 60 200 1 2 2 1 40 7 9 7 90 60 200 40 100 60 40 40 7 4 5 9 3 1 80 60 100 9 4 9 1 300 200 100 60 40 10 1 8 7 30 5 40 60 200 4 5 7 100 600 60 4 5 7 3 5 30 600 40 5 300 7 90 5 40 60 9 4 5 70 5 80 9 90 90 600 90 90 100 1 200 80 600 8 7 100 600 9 4 600 40 4 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 1 10 1 9 5 40 5 4 200 90 1 40 1 200 100 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 9 5 100 7 80 60 200 40 1 200 100 60 40 5 10 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 9 20 1 30 1 90 1 2 1 400 8 1 40 9 100 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 Total: 28908 = 2 x 2 x 3 x 3 x 11 x 73. 7.12.1.10.2.1.3 Even positioned groups of 45 from 7.12.1.5.6: 200 100 600 40 20 5 3 5 9 1 200 100 60 9 90 1 40 5 3 40 600 100 5 5 40 100 1 9 90 3 5 4 60 10 9 30 1 90 1 40 60 9 60 9 10 70 1 80 1 2 60 20 1 90 1 200 100 60 200 5 100 600 40 20 5 3 5 9 10 1 9 6 7 100 60 90 1 9 5 300 60 2 7 8 7 90 1 40 100 60 30 9 60 40 5 70 9 90 7 30 60 40 20 5 3 200 40 7 3 30 5 40 600 40 60 200 40 1 200 100 9 20 1 100 60 90 100 9 40 1 8 5 20 5 100 60 40 2 1 80 1 2 2 1 40 20 5 3 5 9 9 60 200 40 70 60 9 7 90 600 9 7 90 60 200 9 90 100 60 40 20 5 3 60 200 90 9 40 1 200 5 10 40 1 7 30 600 40 100 60 100 5 1 70 5 1 80 1 2 2 1 40 100 60 40 4 5 9 7 90 1 80 5 4 600 10 5 40 9 40 1 90 100 1 200 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 1 200 100 60 40 5 20 1 2 60 40 100 60 40 10 40 5 9 90 100 7 40 10 5 300 1 20 7 40 1 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 5 40 200 70 60 100 60 200 70 80 60 300 7 100 60 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 90 60 9 10 60 4 60 30 600 40 90 600 90 60 40 100 60 200 8 5 60 200 10 1 100 1 2 7 8 9 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 90 5 3 5 40 5 100 60 5 70 9 70 1 90 1 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 Total: 25839 = 3 x 3 x 3 x 3 x 11 x 29. SF: 52 = 2 x 2 x 13. 7.12.1.10.2.1.4 Odd positioned groups of 90 from 7.12.1.5.6: 200 100 600 40 20 5 3 5 9 1 200 100 60 9 90 1 40 5 3 40 600 100 5 5 40 100 1 9 90 3 5 4 60 10 9 30 1 90 1 40 60 9 60 9 10 5 3 5 40 7 8 7 5 9 90 10 5 300 1 20 9 60 200 5 3 5 40 5 100 60 1 200 100 7 10 40 60 300 8 1 20 30 60 9 90 7 30 600 40 4 30 9 60 40 5 70 9 90 7 30 60 40 20 5 3 200 40 7 3 30 5 40 600 40 60 200 40 1 200 100 9 20 1 100 60 90 100 9 40 1 8 5 20 5 100 1 2 2 1 40 7 9 7 90 60 200 40 100 60 40 40 7 4 5 9 3 1 80 60 100 9 4 9 1 300 200 100 60 40 10 1 8 7 30 5 40 60 200 4 5 5 10 40 1 7 30 600 40 100 60 100 5 1 70 5 1 80 1 2 2 1 40 100 60 40 4 5 9 7 90 1 80 5 4 600 10 5 40 9 40 1 90 100 1 200 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 5 40 200 70 60 100 60 200 70 80 60 300 7 100 60 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 9 5 100 7 80 60 200 40 1 200 100 60 40 5 10 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 90 5 3 5 40 5 100 60 5 70 9 70 1 90 1 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 9 20 1 30 1 90 1 2 1 400 8 1 40 9 100 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 Total: 26785 = 5 x 11 x 487. 7.12.1.10.2.2 Even positioned groups of 90 from 7.12.1.5.6: 70 1 80 1 2 60 20 1 90 1 200 100 60 200 5 100 600 40 20 5 3 5 9 10 1 9 6 7 100 60 90 1 9 5 300 60 2 7 8 7 90 1 40 100 60 90 70 80 60 300 7 100 7 40 1 200 100 60 40 5 3 60 80 5 9 90 8 1 9 1 200 100 60 40 200 1 9 70 80 5 90 2 200 100 5 80 600 40 60 200 60 40 2 1 80 1 2 2 1 40 20 5 3 5 9 9 60 200 40 70 60 9 7 90 600 9 7 90 60 200 9 90 100 60 40 20 5 3 60 200 90 9 40 1 200 7 100 600 60 4 5 7 3 5 30 600 40 5 300 7 90 5 40 60 9 4 5 70 5 80 9 90 90 600 90 90 100 1 200 80 600 8 7 100 600 9 4 600 40 4 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 1 200 100 60 40 5 20 1 2 60 40 100 60 40 10 40 5 9 90 100 7 40 10 5 300 1 20 7 40 1 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 1 10 1 9 5 40 5 4 200 90 1 40 1 200 100 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 90 60 9 10 60 4 60 30 600 40 90 600 90 60 40 100 60 200 8 5 60 200 10 1 100 1 2 7 8 9 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 Total: 27962 = 2 x 11 x 31 x 41. 7.12.1.2 Odd positioned groups of 135 from 7.12.1.5.6: 90 70 80 60 300 7 100 7 40 1 200 100 60 40 5 3 60 80 5 9 90 8 1 9 1 200 100 60 40 200 1 9 70 80 5 90 2 200 100 5 80 600 40 60 200 30 9 60 40 5 70 9 90 7 30 60 40 20 5 3 200 40 7 3 30 5 40 600 40 60 200 40 1 200 100 9 20 1 100 60 90 100 9 40 1 8 5 20 5 100 1 2 2 1 40 7 9 7 90 60 200 40 100 60 40 40 7 4 5 9 3 1 80 60 100 9 4 9 1 300 200 100 60 40 10 1 8 7 30 5 40 60 200 4 5 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 1 200 100 60 40 5 20 1 2 60 40 100 60 40 10 40 5 9 90 100 7 40 10 5 300 1 20 7 40 1 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 1 10 1 9 5 40 5 4 200 90 1 40 1 200 100 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 90 5 3 5 40 5 100 60 5 70 9 70 1 90 1 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 9 20 1 30 1 90 1 2 1 400 8 1 40 9 100 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 Total: 25960 = 2 x 2 x 2 x 5 x 11 x 59. 7.12.1.2.1 Even positioned groups of 135 from 7.12.1.5.6: 200 100 600 40 20 5 3 5 9 1 200 100 60 9 90 1 40 5 3 40 600 100 5 5 40 100 1 9 90 3 5 4 60 10 9 30 1 90 1 40 60 9 60 9 10 5 3 5 40 7 8 7 5 9 90 10 5 300 1 20 9 60 200 5 3 5 40 5 100 60 1 200 100 7 10 40 60 300 8 1 20 30 60 9 90 7 30 600 40 4 70 1 80 1 2 60 20 1 90 1 200 100 60 200 5 100 600 40 20 5 3 5 9 10 1 9 6 7 100 60 90 1 9 5 300 60 2 7 8 7 90 1 40 100 60 60 40 2 1 80 1 2 2 1 40 20 5 3 5 9 9 60 200 40 70 60 9 7 90 600 9 7 90 60 200 9 90 100 60 40 20 5 3 60 200 90 9 40 1 200 7 100 600 60 4 5 7 3 5 30 600 40 5 300 7 90 5 40 60 9 4 5 70 5 80 9 90 90 600 90 90 100 1 200 80 600 8 7 100 600 9 4 600 40 4 5 10 40 1 7 30 600 40 100 60 100 5 1 70 5 1 80 1 2 2 1 40 100 60 40 4 5 9 7 90 1 80 5 4 600 10 5 40 9 40 1 90 100 1 200 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 5 40 200 70 60 100 60 200 70 80 60 300 7 100 60 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 9 5 100 7 80 60 200 40 1 200 100 60 40 5 10 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 90 60 9 10 60 4 60 30 600 40 90 600 90 60 40 100 60 200 8 5 60 200 10 1 100 1 2 7 8 9 Total: 28787 = 11 x 2617. 7.12.1.2.1.1 Odd positioned groups of 12 from 7.12.1.6.1: 40 60 90 600 80 3 60 9 90 5 10 5 90 1 70 60 20 5 90 5 9 5 20 600 100 9 40 5 90 1 70 60 4 600 90 60 9 80 60 9 90 1 60 9 7 90 60 200 1 9 90 20 9 8 60 40 60 40 1 70 100 60 90 7 40 3 600 40 9 1 90 70 8 1 200 30 1 90 100 7 5 9 1 100 30 600 40 7 2 1 90 9 20 5 9 1 60 200 40 100 9 100 10 1 9 60 70 5 8 7 90 5 100 1 9 5 300 60 40 4 1 40 100 9 60 9 300 1 80 9 90 1 60 100 9 70 5 80 9 1 200 200 40 100 200 90 60 400 20 60 200 90 5 70 5 9 100 600 10 1 100 7 70 60 100 600 40 1 1 70 5 10 80 9 40 1 100 60 100 60 9 90 70 80 60 200 90 9 10 1 9 60 1 600 90 100 5 8 1 200 30 20 9 1 70 60 20 200 5 9 40 5 40 1 100 600 60 100 5 4 5 90 60 30 5 40 60 40 9 70 5 40 1 200 100 60 9 90 60 70 2 1 80 20 5 3 60 30 5 40 60 40 1 80 5 4 600 10 1 40 1 1 200 100 90 1 200 100 60 40 7 3 200 40 7 1 1 9 600 5 10 5 40 90 100 1 200 80 1 9 30 1 100 9 1 1 200 100 60 200 80 7 8 200 4 9 5 30 5 80 9 90 9 100 60 40 9 30 1 100 9 7 80 60 5 9 10 1 9 5 70 5 8 7 10 1 9 1 40 1 200 100 100 60 90 5 90 100 40 100 60 100 5 90 100 1 200 80 60 200 50 9 600 600 40 60 9 4 5 70 1 80 40 10 9 40 60 200 40 100 5 40 10 1 9 5 40 100 80 9 90 9 40 7 30 5 200 9 60 90 5 9 1 70 60 100 60 200 9 90 5 30 70 1 9 6 60 40 100 5 100 5 80 90 600 90 5 40 5 1 200 100 90 80 1 7 20 5 90 100 9 60 200 90 70 60 9 8 5 40 5 70 9 100 60 40 200 100 60 40 5 9 9 200 9 60 90 100 8 5 40 100 5 90 1 200 100 600 600 40 60 100 60 40 100 7 40 3 7 40 5 600 80 1 40 1 40 5 2 60 7 5 3 1 60 200 100 5 90 100 9 8 5 5 30 60 40 5 90 4 5 100 60 200 90 1 40 100 1 9 5 200 8 5 600 90 4 80 1 30 70 20 7 80 9 8 5 9 90 10 1 20 20 5 3 60 40 1 300 5 90 7 20 9 Total: 37774 = 2 x 11 x 17 x 101. 7.12.1.2.1.2 Even positioned groups of 12 from 7.12.1.6.1: 9 60 90 100 60 200 1 30 70 5 20 600 9 40 60 9 90 20 200 90 10 1 10 600 40 1 5 10 4 600 90 5 100 1 9 1 200 90 9 90 5 40 100 60 9 90 10 1 90 60 200 4 5 70 60 100 5 80 1 300 60 4 60 30 60 200 40 100 5 90 60 200 1 80 1 10 200 80 1 9 5 90 100 9 60 200 100 60 20 5 3 600 200 30 9 40 100 60 200 9 5 8 40 5 9 70 60 9 90 600 40 5 70 9 100 60 40 20 1 90 200 100 60 40 10 1 9 1 10 60 200 90 9 60 9 100 1 90 3 40 600 90 1 40 5 90 1 200 100 60 40 10 80 1 100 7 4 7 600 9 400 60 40 10 1 9 5 40 80 400 9 5 80 5 600 40 10 4 5 40 1 100 60 90 60 200 10 1 10 60 200 5 200 10 1 70 5 10 5 5 40 80 7 30 40 10 1 100 1 4 5 5 60 80 100 7 60 400 20 40 5 9 400 60 40 4 5 100 2 1 80 1 2 2 1 40 90 600 40 5 5 1 70 60 20 200 90 600 200 30 9 40 400 80 9 90 100 60 8 60 40 60 40 70 60 200 5 70 9 100 60 200 2 7 30 1 200 100 60 9 10 1 9 100 600 4 9 10 600 90 1 40 100 5 90 4 5 100 60 100 9 40 1 70 20 7 80 600 8 600 100 60 1 40 100 60 100 1 90 10 1 9 5 70 40 10 1 9 10 1 8 7 30 5 40 60 40 5 70 100 60 200 100 7 40 1 9 100 9 40 9 7 90 60 200 90 60 1 9 600 7 90 100 1 9 5 9 90 5 10 4 5 1 70 60 80 5 200 200 40 1 200 100 60 9 20 5 3 60 40 100 5 90 60 10 1 80 1 9 90 5 1 200 100 60 40 5 9 90 100 1 200 80 60 200 60 30 5 80 5 5 600 40 10 1 9 70 80 5 90 2 200 60 40 60 200 4 200 9 20 5 200 90 9 100 1 200 80 60 200 10 1 9 70 9 90 8 5 60 40 5 9 8 5 20 5 9 1 60 4 1 200 100 60 10 1 9 200 80 600 5 5 10 100 7 90 600 80 1 90 90 10 90 600 80 1 90 5 40 1 100 7 40 600 20 7 20 5 3 600 40 7 20 9 7 20 200 8 5 100 5 20 9 70 5 90 100 9 5 90 5 20 5 3 60 40 60 60 90 10 20 1 2 600 40 90 70 60 3 3 60 40 1 30 600 5 70 60 60 9 70 60 9 5 1 90 90 600 90 600 40 1 200 100 60 40 Total: 43769 = 11 x 23 x 173. 7.12.1.2.1.2.1 Odd positioned groups of 38 from 7.12.1.6.1: 70 60 20 5 90 5 9 5 20 600 40 1 5 10 4 600 90 5 100 1 9 1 100 9 40 5 90 1 70 60 4 600 90 60 200 90 9 90 60 40 60 40 1 70 60 4 60 30 60 200 40 100 5 90 60 200 100 60 90 7 40 3 600 40 9 1 90 70 1 80 1 10 200 80 1 9 9 1 100 60 200 9 5 8 40 5 9 70 60 9 60 200 40 100 9 100 10 1 9 60 70 5 90 600 40 5 70 9 100 60 40 20 1 90 9 100 1 90 3 40 600 90 1 40 60 100 9 70 5 80 9 1 200 200 40 100 5 90 1 200 100 60 40 10 80 1 100 7 200 90 60 400 600 40 10 4 5 40 1 70 5 10 80 9 40 1 100 60 100 60 1 100 60 90 60 200 10 1 10 60 200 5 9 90 70 80 60 200 90 9 100 7 70 60 20 200 5 9 40 5 40 1 100 600 60 400 20 40 5 9 400 60 40 4 5 100 60 100 5 4 5 90 60 30 5 40 60 40 80 20 5 3 60 30 5 40 60 40 400 80 9 90 100 60 8 60 40 60 40 70 1 80 5 4 600 10 1 40 1 1 200 100 60 200 5 70 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 9 40 1 70 20 7 80 600 80 60 40 10 1 9 10 1 8 7 30 5 40 60 5 9 10 1 9 5 70 5 8 7 10 1 40 5 70 100 60 200 100 7 40 1 9 100 100 1 9 5 9 90 5 10 4 5 50 9 600 600 40 60 9 4 5 70 1 80 1 70 60 80 5 200 200 40 1 200 100 60 40 10 9 40 200 100 60 40 5 9 200 9 60 90 5 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 5 80 5 9 90 5 30 70 1 9 6 90 9 90 80 1 7 20 5 90 100 9 60 200 90 100 1 200 80 60 200 10 1 9 70 9 90 70 60 9 8 5 40 5 70 9 100 60 40 40 100 5 90 1 200 100 600 600 40 5 5 10 100 7 90 600 80 1 90 90 10 60 100 60 40 100 7 40 3 7 40 5 600 90 600 80 1 9 8 5 5 30 60 200 8 5 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 60 200 90 1 40 100 5 90 5 20 5 3 60 40 1 20 1 30 600 5 70 60 60 9 70 60 9 5 20 5 3 60 40 1 300 5 90 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 41679 = 3 x 3 x 11 x 421. 7.12.1.2.1.2.1.1 Even positioned groups of 38 from 7.12.1.6.1: 9 60 90 100 60 200 1 30 70 5 20 600 40 60 90 600 80 3 60 9 90 5 10 5 9 40 60 9 90 20 200 90 10 1 10 600 90 1 5 40 100 60 9 90 10 1 9 80 60 9 90 1 60 9 7 90 60 200 90 60 200 4 5 70 60 100 5 80 1 300 1 9 90 20 9 8 5 90 100 9 8 1 200 30 1 90 100 7 5 9 1 100 60 200 100 60 20 5 3 600 200 30 9 40 30 600 40 7 2 1 90 9 20 5 8 7 90 5 100 1 9 5 300 60 40 4 200 100 60 40 10 1 9 1 10 60 200 90 1 40 100 9 60 9 300 1 80 9 90 1 9 60 20 60 200 90 5 70 5 9 4 7 600 9 400 60 40 10 1 9 5 40 100 600 10 1 100 7 70 60 100 600 40 1 80 400 9 5 80 5 10 1 9 60 200 10 1 70 5 10 5 5 40 80 7 30 1 600 90 100 5 8 1 200 30 20 9 1 40 10 1 100 1 4 5 5 60 80 2 1 80 1 2 2 1 40 90 600 40 5 9 70 5 40 1 200 100 60 9 90 60 70 5 1 70 60 20 200 90 600 200 30 9 40 2 1 9 100 60 200 2 7 30 1 90 1 200 100 60 40 7 3 200 40 7 1 200 100 60 9 10 1 9 100 600 4 9 10 1 9 600 5 10 5 8 600 100 60 80 7 8 200 4 9 5 30 5 80 9 90 1 40 100 60 100 1 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 7 9 1 40 1 200 100 100 60 90 5 90 100 9 40 9 7 90 60 200 90 60 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 7 90 60 200 40 100 5 40 10 1 9 20 5 3 60 40 100 5 90 60 10 1 9 5 40 100 80 9 90 9 40 7 30 5 80 1 9 90 5 1 60 40 100 5 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 9 20 5 200 8 5 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 9 200 9 60 90 100 60 4 1 200 100 60 10 1 9 200 80 600 8 5 90 5 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 60 200 100 5 90 100 60 60 90 10 1 9 5 200 8 5 600 90 4 80 1 30 20 1 2 600 40 90 70 60 3 3 60 40 70 20 7 80 9 8 5 9 90 10 Total: 39864 = 2 x 2 x 2 x 3 x 11 x 151. 7.12.1.2.1.2.1.2 Odd positioned groups of 2 from 7.12.1.6.2: 90 600 1 9 40 2 1 2 20 5 90 9 70 60 9 8 1 200 9 90 40 1 20 20 600 200 40 60 5 5 1 200 9 90 9 20 60 90 100 60 5 3 5 40 400 80 70 1 5 90 1 200 8 100 1 80 10 60 70 60 5 10 6 60 5 3 100 5 60 70 1 100 60 100 200 4 40 8 200 2 3 9 100 9 100 60 90 400 80 1 20 5 40 1 60 90 30 9 9 10 60 200 200 100 200 30 9 8 90 70 60 20 90 5 30 1 1 9 9 100 20 200 40 1 60 9 60 40 200 40 1 3 20 600 90 70 8 7 100 5 90 100 100 90 80 1 2 60 5 90 9 100 9 60 200 40 1 3 70 5 1 40 9 5 200 90 10 1 200 100 20 1 4 50 100 5 100 5 40 60 40 5 100 7 5 300 7 90 100 7 50 9 200 100 10 1 70 80 8 5 200 100 5 60 5 90 9 80 1 90 9 5 100 200 40 100 5 9 20 1 40 10 5 100 100 60 60 200 9 60 5 40 1 40 100 60 7 40 1 30 60 40 9 30 9 1 100 60 5 9 60 90 200 80 1 9 40 1 80 600 40 10 7 600 100 60 60 40 3 1 1 200 40 1 60 200 9 5 3 60 40 60 60 20 8 1 Total: 17886 = 2 x 3 x 11 x 271. SF: 287 = 7 x 41. 7.12.1.2.1.2.1.3 Even positioned groups of 2 from 7.12.1.6.2: 40 100 100 60 1 80 2 60 90 600 40 1 10 80 5 40 100 60 100 9 8 5 200 90 30 9 9 4 9 70 100 60 60 70 1 100 100 40 40 20 60 30 60 40 100 600 40 100 90 100 80 600 9 3 10 1 40 5 9 7 80 1 40 20 60 40 90 5 9 20 60 90 9 60 20 60 60 80 60 90 40 5 500 1 100 1 5 9 90 1 3 600 8 600 5 9 1 4 1 9 100 60 60 200 10 80 5 9 1 90 1 60 300 7 90 10 5 70 1 100 90 5 200 100 90 100 2 60 300 80 5 20 90 1 80 600 100 60 60 9 80 1 70 1 20 1 40 100 100 60 600 80 40 90 7 3 60 90 9 80 10 1 10 4 8 7 40 1 600 400 30 200 1 40 90 90 300 1 40 5 70 9 90 10 1 20 1 40 4 5 1 1 60 200 5 30 60 90 40 1 60 200 40 100 400 1 5 2 9 20 30 70 90 1 5 90 90 1 30 60 1 9 200 70 200 100 10 1 100 5 5 70 1 200 40 100 400 20 200 4 100 1 1 100 1 200 200 40 90 100 100 1 600 90 80 60 40 8 70 60 200 80 40 1 200 100 7 3 80 5 80 60 200 100 10 1 20 5 30 5 40 3 3 60 Total: 21307 = 11 x 13 x 149. 7.12.1.2.1.2.1.3.1 Odd positioned groups of 95 from 7.12.1.8.1: 40 60 200 8 7 60 9 60 90 1 30 70 40 60 90 60 9 7 100 60 9 600 80 3 5 10 5 9 90 20 200 90 9 100 600 10 200 90 10 90 1 70 90 5 9 60 200 90 100 60 40 5 20 600 10 4 600 1 9 1 9 90 3 3 60 9 100 9 40 70 60 4 200 90 9 100 600 100 10 1 80 90 5 40 90 10 1 9 90 1 40 20 5 1 1 80 100 200 90 9 60 200 10 10 80 9 200 100 600 90 60 200 40 80 7 90 100 5 30 1 6 100 60 40 30 60 40 1 40 10 4 5 5 7 40 5 5 9 60 30 600 40 20 200 5 40 1 100 20 600 4 9 60 40 8 5 20 9 400 60 100 60 100 90 30 9 70 9 90 40 20 5 5 40 60 80 1 2 90 200 40 5 40 600 40 1 200 5 9 70 8 5 9 30 60 100 60 30 1 100 60 200 4 9 60 200 100 60 200 9 90 60 8 5 10 70 60 10 5 9 90 60 20 1 9 70 5 9 30 1 60 200 5 1 90 10 70 9 100 10 40 1 40 100 60 70 5 20 40 1 200 90 100 60 80 1 2 100 60 40 7 90 60 80 1 3 600 90 1 80 5 4 40 9 40 1 200 80 100 60 100 90 100 80 30 60 200 10 20 7 70 40 90 100 600 90 1 90 4 5 60 40 4 5 80 9 100 60 100 1 100 9 100 60 200 20 60 40 10 20 7 9 40 1 80 600 8 80 7 8 70 60 100 80 60 300 200 4 9 80 9 90 60 100 1 100 9 1 5 1 200 90 10 1 9 100 60 1 100 9 40 30 60 1 20 60 7 80 60 9 10 1 5 40 60 7 80 60 200 60 90 100 600 8 5 90 1 200 40 5 9 60 40 1 1 70 60 10 100 7 1 90 90 60 90 5 5 100 60 70 1 90 7 40 3 600 90 600 5 40 1 70 5 80 100 7 40 100 7 40 40 1 40 7 90 5 7 90 60 600 40 7 1 20 7 600 40 7 20 9 20 90 1 2 1 40 9 100 5 90 5 5 30 5 5 30 40 1 100 5 3 10 20 9 70 Total: 32714 = 2 x 11 x 1487. 7.12.1.2.1.2.1.3.2 Even positioned groups of 95 from 7.12.1.8.1: 90 9 1 100 5 60 200 4 60 8 100 1 9 5 9 70 200 40 100 200 90 10 60 200 90 7 90 10 70 5 90 70 9 100 9 8 60 200 100 60 40 8 20 7 90 5 5 300 60 40 70 5 9 10 30 9 1 200 10 1 9 200 90 1 90 60 9 9 5 80 10 1 9 1 80 9 60 9 100 1 80 1 1 90 1 200 5 3 1 40 60 5 80 9 1 400 20 60 40 1 1 90 600 40 100 60 40 1 2 2 60 40 4 90 60 200 60 20 5 9 40 1 80 9 8 4 5 60 30 600 40 5 40 1 9 90 100 8 5 20 1 70 60 4 200 60 20 200 90 9 40 60 5 9 70 1 80 1 40 20 5 1 200 100 60 70 9 60 90 100 40 70 60 600 9 7 40 100 60 3 60 30 40 400 80 60 40 20 200 1 60 40 7 4 5 1 200 100 1 9 3 70 5 100 40 100 5 70 80 60 40 1 200 5 40 5 50 1 40 600 20 5 100 5 90 80 5 2 20 5 200 9 60 200 600 40 10 30 70 100 40 100 5 90 1 200 5 20 1 100 60 40 1 30 60 9 5 100 60 40 5 7 40 10 20 7 40 60 200 10 100 5 5 1 9 50 200 100 600 4 200 90 200 100 60 40 60 200 40 100 1 90 1 20 1 100 600 40 20 5 3 5 90 60 1 20 200 60 40 40 10 1 9 80 9 90 30 5 80 60 9 10 30 600 40 60 40 90 100 60 40 9 60 90 60 200 8 10 1 100 8 9 1 60 200 90 80 60 200 9 600 90 1 9 60 400 9 5 90 5 30 6 60 40 30 5 100 40 3 80 1 100 5 1 9 70 2 200 100 200 Total: 25333 = 7 x 7 x 11 x 47. 7.12.1.2.1.2.1.4 Odd positioned groups of 285 from 7.12.1.8.1: 40 60 200 8 7 60 9 60 90 1 30 70 40 60 90 60 9 7 100 60 9 600 80 3 5 10 5 9 90 20 200 90 9 100 600 10 200 90 10 90 1 70 90 5 9 60 200 90 100 60 40 5 20 600 10 4 600 1 9 1 9 90 3 3 60 9 100 9 40 70 60 4 200 90 9 100 600 100 10 1 80 90 5 40 90 10 1 9 90 1 40 20 5 1 1 90 9 1 100 5 60 200 4 60 8 100 1 9 5 9 70 200 40 100 200 90 10 60 200 90 7 90 10 70 5 90 70 9 100 9 8 60 200 100 60 40 8 20 7 90 5 5 300 60 40 70 5 9 10 30 9 1 200 10 1 9 200 90 1 90 60 9 9 5 80 10 1 9 1 80 9 60 9 100 1 80 1 1 90 1 200 5 3 1 40 60 5 80 9 1 80 100 200 90 9 60 200 10 10 80 9 200 100 600 90 60 200 40 80 7 90 100 5 30 1 6 100 60 40 30 60 40 1 40 10 4 5 5 7 40 5 5 9 60 30 600 40 20 200 5 40 1 100 20 600 4 9 60 40 8 5 20 9 400 60 100 60 100 90 30 9 70 9 90 40 20 5 5 40 60 80 1 2 90 200 40 5 40 600 40 1 200 5 9 70 60 200 10 20 7 70 40 90 100 600 90 1 90 4 5 60 40 4 5 80 9 100 60 100 1 100 9 100 60 200 20 60 40 10 20 7 9 40 1 80 600 8 80 7 8 70 60 100 80 60 300 200 4 9 80 9 90 60 100 1 100 9 1 5 1 200 90 10 1 9 100 60 1 100 9 40 30 60 1 20 60 7 80 60 9 10 1 5 40 60 7 80 60 200 60 40 60 200 40 100 1 90 1 20 1 100 600 40 20 5 3 5 90 60 1 20 200 60 40 40 10 1 9 80 9 90 30 5 80 60 9 10 30 600 40 60 40 90 100 60 40 9 60 90 60 200 8 10 1 100 8 9 1 60 200 90 80 60 200 9 600 90 1 9 60 400 9 5 90 5 30 6 60 40 30 5 100 40 3 80 1 100 5 1 9 70 2 200 100 200 90 100 600 8 5 90 1 200 40 5 9 60 40 1 1 70 60 10 100 7 1 90 90 60 90 5 5 100 60 70 1 90 7 40 3 600 90 600 5 40 1 70 5 80 100 7 40 100 7 40 40 1 40 7 90 5 7 90 60 600 40 7 1 20 7 600 40 7 20 9 20 90 1 2 1 40 9 100 5 90 5 5 30 5 5 30 40 1 100 5 3 10 20 9 70 Total: 39006 = 2 x 3 x 3 x 11 x 197. 7.12.1.2.1.2.1.4.1 Even positioned groups of 285 from 7.12.1.8.1: 400 20 60 40 1 1 90 600 40 100 60 40 1 2 2 60 40 4 90 60 200 60 20 5 9 40 1 80 9 8 4 5 60 30 600 40 5 40 1 9 90 100 8 5 20 1 70 60 4 200 60 20 200 90 9 40 60 5 9 70 1 80 1 40 20 5 1 200 100 60 70 9 60 90 100 40 70 60 600 9 7 40 100 60 3 60 30 40 400 80 60 40 20 200 1 8 5 9 30 60 100 60 30 1 100 60 200 4 9 60 200 100 60 200 9 90 60 8 5 10 70 60 10 5 9 90 60 20 1 9 70 5 9 30 1 60 200 5 1 90 10 70 9 100 10 40 1 40 100 60 70 5 20 40 1 200 90 100 60 80 1 2 100 60 40 7 90 60 80 1 3 600 90 1 80 5 4 40 9 40 1 200 80 100 60 100 90 100 80 30 60 40 7 4 5 1 200 100 1 9 3 70 5 100 40 100 5 70 80 60 40 1 200 5 40 5 50 1 40 600 20 5 100 5 90 80 5 2 20 5 200 9 60 200 600 40 10 30 70 100 40 100 5 90 1 200 5 20 1 100 60 40 1 30 60 9 5 100 60 40 5 7 40 10 20 7 40 60 200 10 100 5 5 1 9 50 200 100 600 4 200 90 200 100 60 Total: 19041 = 3 x 11 x 577. 7.12.1.2.1.2.1.4.1.1 Odd positioned groups of 1 from 7.12.1.8.2: 60 1 5 10 80 60 5 600 9 90 9 3 60 90 40 5 60 1 1 60 10 60 5 200 10 9 30 40 5 5 20 60 600 90 9 90 600 60 1 60 90 60 100 9 80 200 600 5 9 5 200 10 9 90 5 40 9 9 60 80 1 100 9 600 5 40 40 60 90 1 8 1 40 1 7 7 5 60 1 60 100 1 400 9 60 300 1 1 70 60 200 60 600 100 70 200 200 60 1 1 5 7 70 60 5 30 600 1 5 40 3 1 9 100 60 100 600 7 5 70 9 5 60 5 30 40 60 5 4 5 5 40 7 60 60 40 1 1 7 30 60 100 40 90 200 9 100 100 9 1 1 100 9 40 70 600 70 10 9 7 5 9 200 60 40 5 5 600 1 60 200 9 5 40 2 1 5 60 90 1 9 200 7 90 200 20 5 60 90 5 60 60 9 70 1 60 100 10 100 200 30 500 90 9 80 8 1 60 5 60 1 100 7 1 5 100 7 600 5 200 5 60 40 1 1 4 9 40 5 20 70 600 5 90 600 7 60 1 1 40 50 1 200 60 200 90 90 30 8 100 200 1 1 100 60 400 9 90 100 40 1 1 5 90 90 9 60 2 40 1 40 1 70 9 100 300 1 100 9 40 70 40 5 5 40 40 90 8 9 9 200 40 5 200 9 30 1 1 30 1 2 20 5 80 40 20 600 60 40 60 70 100 5 5 40 9 1 60 100 9 5 40 30 30 200 2 10 40 1 7 9 100 40 10 40 5 10 300 1 10 9 40 10 100 40 1 40 40 9 7 9 60 60 600 5 200 9 5 100 60 1 7 60 100 200 30 4 10 1 80 9 1 100 90 100 1 30 40 80 90 80 1 80 100 100 600 9 200 600 5 90 80 60 3 40 70 1 100 40 80 90 7 9 5 40 600 1 2 40 9 90 30 3 5 20 7 30 1 8 60 100 8 200 60 9 30 1 5 Total: 30767 = 11 x 2797. SF: 2808 = 2 x 2 x 2 x 3 x 3 x 3 x 13. SF: 28 = 2 x 2 x 7. 7.12.1.2.1.2.1.4.1.2 Even positioned groups of 1 from 7.12.1.8.2: 100 40 20 200 100 200 20 100 70 5 90 5 9 9 60 3 40 200 10 1 600 20 1 100 1 1 70 1 90 100 20 5 80 60 5 1 90 40 200 200 70 200 60 9 60 100 3 9 20 60 8 1 7 5 8 60 60 100 1 70 200 1 60 40 60 20 100 40 200 90 100 9 4 90 20 90 100 40 10 40 5 80 5 90 9 90 9 90 2 20 100 40 90 9 1 30 80 10 9 70 8 1 80 4 5 1 8 200 9 7 5 20 1 1 80 9 8 3 1 60 40 600 400 90 60 7 40 40 5 4 60 5 30 3 30 2 2 40 3 40 200 600 200 60 90 9 7 1 2 80 40 5 7 1 90 90 60 5 90 3 5 70 100 9 1 100 100 40 70 600 30 4 60 2 2 3 9 9 20 100 60 9 90 60 40 5 40 9 100 3 600 90 1 200 9 90 9 1 60 200 5 5 1 1 9 70 90 90 100 1 200 300 30 9 1 5 30 100 1 90 100 9 2 2 40 5 200 300 20 90 1 10 1 100 8 5 9 100 5 100 9 60 10 40 7 1 5 90 5 60 70 9 200 3 40 1 1 9 600 4 9 9 200 1 5 100 40 60 10 20 10 200 100 90 5 1 200 1 60 5 1 1 50 1 1 60 7 5 5 1 80 100 1 100 5 90 40 9 1 200 1 100 90 60 70 7 100 5 200 200 7 60 30 1 100 30 30 200 60 9 70 9 90 60 5 40 20 10 8 30 5 200 1 9 100 90 5 90 200 1 60 100 1 600 100 60 5 100 40 1 90 4 90 90 1 5 200 9 5 200 2 70 100 1 60 60 5 9 80 5 70 9 5 1 600 30 600 10 5 5 90 200 40 5 600 4 6 100 4 5 600 10 100 5 5 9 40 7 5 1 100 90 4 5 1 80 5 60 60 200 300 5 20 3 9 1 1 400 100 200 9 60 8 200 9 5 100 Total: 27808 = 2 x 2 x 2 x 2 x 2 x 11 x 79. 7.12.1.2.1.2.1.4.2 Odd positioned groups of 95 from 7.12.1.8.2: 60 100 1 40 5 20 10 200 80 100 60 200 5 20 600 100 9 70 90 5 9 90 3 5 60 9 90 9 40 60 5 3 60 40 1 200 1 10 60 1 10 600 60 20 5 1 200 100 10 1 9 1 30 70 40 1 5 90 5 100 20 20 60 5 600 80 90 60 9 5 90 1 600 90 60 40 1 200 60 200 90 70 60 200 100 60 9 9 80 60 200 100 600 3 5 200 30 200 80 60 10 1 9 1 70 5 8 7 1 70 80 60 4 5 5 30 1 600 8 1 200 5 9 40 7 3 5 1 20 9 1 100 1 60 80 100 9 600 8 7 3 5 1 70 60 9 40 5 600 60 400 5 90 30 60 40 7 60 40 5 40 4 5 5 4 5 60 40 5 7 30 60 3 60 30 40 2 1 2 1 40 7 3 30 40 60 200 100 600 40 60 600 60 90 9 1 70 200 1 9 60 90 100 9 10 1 100 60 200 200 30 5 500 5 90 1 9 1 80 9 8 70 1 90 60 90 5 100 60 1 1 200 100 300 7 30 1 9 5 1 100 5 7 30 600 100 5 1 200 90 5 100 60 9 40 2 1 2 1 40 4 5 9 200 40 300 5 20 20 90 70 1 600 10 5 1 90 100 600 8 7 5 60 9 1 40 60 90 7 8 5 9 5 9 1 200 80 40 100 5 1 200 100 9 5 30 90 1 40 1 9 30 1 1 200 2 1 20 100 5 90 80 60 40 70 20 7 600 100 60 5 40 200 60 200 70 7 100 60 5 30 5 1 40 100 9 30 1 30 60 200 100 60 9 9 5 70 40 9 30 90 30 60 200 5 2 40 10 20 40 10 1 8 7 30 9 5 100 200 40 80 90 1 200 80 40 100 5 100 600 600 4 9 6 200 100 600 4 5 5 90 600 80 10 60 100 3 5 40 5 70 9 1 40 100 7 40 5 80 1 90 100 7 90 9 4 5 5 40 1 600 80 1 5 2 60 40 60 9 200 90 300 30 5 3 20 5 3 20 9 7 1 30 1 1 400 8 100 60 200 100 9 8 60 200 8 60 200 9 9 30 5 1 100 5 Total: 34012 = 2 x 2 x 11 x 773. 7.12.1.2.1.2.1.4.2.1 Even positioned groups of 95 from 7.12.1.8.2: 9 9 20 5 60 200 8 10 1 9 7 90 5 5 8 40 60 9 60 9 100 60 1 80 70 1 200 100 1 9 60 600 40 5 60 40 20 40 100 60 40 90 200 1 90 8 100 1 9 40 4 1 90 7 20 7 90 5 100 60 40 1 10 60 40 100 5 1 80 400 5 9 90 60 9 300 90 1 9 1 90 70 2 60 20 200 100 60 40 600 90 100 9 70 1 200 90 60 200 90 9 9 100 7 100 1 9 2 1 80 1 40 100 5 9 7 40 1 70 90 600 90 70 60 10 5 9 90 7 3 5 5 9 70 200 100 60 9 40 1 5 100 5 100 600 40 1 70 60 600 200 30 9 4 5 60 40 2 2 2 1 3 5 9 60 9 90 20 1 100 9 60 200 9 7 90 90 60 200 40 20 5 5 40 60 9 90 100 5 3 100 1 5 40 100 50 9 1 60 200 10 60 40 200 7 90 1 90 5 30 90 8 5 100 60 200 70 1 9 1 200 100 3 60 40 400 1 9 1 90 9 100 600 40 4 1 9 1 9 5 200 90 1 90 5 9 100 60 40 2 60 40 10 1 20 40 10 1 200 70 100 9 90 100 5 300 1 1 200 100 1 9 60 40 5 70 1 40 1 5 50 5 1 40 1 1 10 9 40 100 5 90 10 5 300 90 1 200 10 1 9 60 40 100 10 1 100 600 40 100 1 60 40 5 40 100 9 40 7 1 9 90 60 4 60 90 600 90 5 1 200 5 9 200 5 9 100 5 60 200 1 2 7 70 60 100 100 1 200 60 30 60 4 5 10 9 1 80 80 5 9 70 1 9 100 5 90 1 100 600 1 30 30 600 40 10 80 5 90 5 Total: 24563 = 7 x 11 x 11 x 29. 7.12.1.2.1.2.1.4.2.2 Odd positioned groups of 171 from 7.12.1.8.3: 1 80 1 2 60 20 1 90 1 5 80 9 1 200 30 1 80 100 200 80 60 200 90 9 200 100 600 70 80 60 90 60 200 4 5 5 40 80 7 100 60 40 7 3 5 30 60 40 1 20 9 1 40 10 5 9 60 7 3 5 30 600 40 1 70 60 20 200 5 9 60 40 60 40 7 8 5 20 60 40 5 9 400 60 70 9 90 7 30 60 40 20 5 3 60 30 5 40 60 5 40 600 40 60 200 40 1 200 100 600 40 5 9 70 90 600 40 100 1 9 100 60 40 2 1 80 1 2 2 60 20 5 90 600 90 9 40 1 70 60 10 80 9 8 5 40 1 200 100 60 9 90 100 9 40 1 8 5 20 20 200 90 600 200 30 9 40 60 9 4 5 4 1 9 600 40 10 1 9 5 30 70 100 5 20 1 2 60 40 100 60 40 10 1 20 1 30 60 7 40 10 5 300 1 20 7 40 1 200 100 60 200 10 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 9 40 1 70 20 7 80 600 8 600 100 60 80 7 8 200 4 9 5 30 5 80 9 90 1 40 100 60 100 1 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 60 200 40 100 5 90 100 1 90 10 5 300 1 20 1 5 90 60 10 1 100 1 20 200 Total: 23389 = 19 x 1231. 7.12.1.2.1.2.1.4.3 Even positioned groups of 171 from 7.12.1.8.3: 9 60 90 100 60 200 1 30 70 5 20 600 40 60 90 600 80 3 60 9 90 5 10 5 9 40 60 9 90 20 200 90 10 1 10 600 90 1 70 60 20 5 90 5 9 5 20 600 40 1 5 10 4 600 90 5 100 1 9 1 100 9 40 5 90 1 70 60 4 600 90 60 200 90 9 90 5 40 100 60 9 90 10 1 9 80 60 9 90 1 9 1 100 60 200 8 5 60 200 10 1 9 4 60 8 200 40 100 9 100 60 200 90 10 1 80 70 60 200 90 70 9 100 60 40 20 9 8 60 40 100 60 200 100 60 5 300 60 40 4 1 40 70 5 90 7 20 9 10 30 200 90 1 40 100 5 90 60 9 1 80 400 9 5 80 60 9 100 1 90 70 5 9 70 1 200 100 60 9 90 60 70 9 20 1 100 60 90 100 40 100 60 40 20 5 3 60 30 5 40 60 40 400 80 5 9 30 9 1 70 60 100 60 200 1 9 30 1 100 100 60 200 200 30 5 9 90 60 500 5 90 8 5 10 60 20 1 60 90 5 9 70 5 100 60 1 9 30 1 70 9 100 1 100 5 10 40 1 7 30 600 40 100 60 90 100 60 40 2 1 80 1 2 2 1 40 100 60 40 600 90 1 90 70 1 80 5 4 600 10 5 40 9 40 90 100 80 1 100 1 30 60 40 5 40 100 7 4 5 70 5 100 7 90 1 40 100 5 90 5 30 70 80 60 50 1 40 1 200 100 600 20 5 3 60 40 100 5 90 9 60 200 600 40 100 60 40 40 30 5 80 1 9 90 60 9 10 60 4 60 30 600 40 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 80 60 200 60 30 60 9 600 90 4 5 10 1 9 60 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 2 200 100 5 80 90 200 90 100 1 200 80 600 8 5 60 40 1 200 100 600 1 70 60 4 5 5 10 100 7 5 100 60 5 70 9 70 1 90 1 40 100 7 40 3 70 5 80 9 4 5 100 7 40 5 40 1 100 7 40 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 90 1 2 1 400 8 1 40 9 100 60 200 100 5 90 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 Total: 36119 = 19 x 1901. 7.12.1.2.1.2.1.4.4 Odd positioned groups of 15 from 7.12.1.8.5: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 9 90 5 10 5 9 40 60 90 10 1 10 600 90 1 1 9 1 20 20 60 9 90 3 5 600 80 3 60 9 5 40 100 60 9 1 90 9 20 5 9 1 100 60 200 1 80 70 60 200 90 1 200 100 7 90 10 1 60 200 1 9 1 200 100 60 40 10 1 9 1 10 60 200 90 1 80 1 2 60 20 1 90 1 200 30 1 80 100 200 7 30 1 600 90 100 5 8 1 200 30 1 6 5 9 7 3 5 30 600 40 1 30 9 60 40 60 40 7 8 30 5 40 60 40 2 1 80 1 2 2 1 40 90 200 90 600 40 100 7 90 60 200 40 1 70 60 20 5 90 100 9 40 1 8 5 20 5 100 5 1 70 9 4 5 3 200 40 70 60 9 7 90 600 9 7 90 60 200 40 70 60 100 60 200 1 9 30 1 200 30 5 9 90 60 30 1 1 200 100 60 200 5 300 7 30 1 90 10 1 60 40 2 1 80 1 5 20 20 600 90 1 90 70 1 40 100 7 4 5 50 9 1 1 200 100 60 200 10 80 9 50 1 1 90 9 20 5 200 100 600 40 9 60 200 60 40 10 1 20 1 30 60 40 10 1 7 40 1 200 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 9 30 1 100 9 1 1 200 40 1 70 20 7 80 600 60 100 1 9 30 1 100 9 1 30 60 200 5 1 200 80 60 40 10 1 60 40 10 9 40 60 200 40 100 5 600 40 100 60 40 40 1 60 40 10 1 9 5 60 30 9 200 9 1 70 60 100 60 200 90 100 1 200 80 60 30 5 100 1 100 600 40 3 80 1 90 200 90 100 1 7 90 600 80 1 90 90 10 60 100 60 90 5 3 5 9 4 5 100 7 40 5 9 7 90 60 200 90 300 600 200 100 5 90 100 9 8 5 5 30 60 200 8 5 5 Total: 28975 = 5 x 5 x 19 x 61. 7.12.1.2.1.2.1.4.5 Even positioned groups of 15 from 7.12.1.8.5: 9 60 90 100 9 100 60 9 90 3 5 600 80 3 60 70 60 20 5 90 5 9 1 200 100 60 200 90 5 100 90 200 100 600 100 60 200 90 10 1 80 70 60 200 90 8 5 60 200 10 1 9 4 60 9 100 60 200 90 10 100 60 40 90 200 40 8 20 1 90 8 7 90 5 100 1 40 100 5 90 60 90 1 9 60 9 100 1 90 70 80 60 200 90 9 10 1 9 60 200 10 1 70 5 80 40 100 60 60 80 100 7 40 5 9 600 8 5 9 60 5 20 60 40 5 9 400 60 40 4 5 20 5 3 60 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 600 90 9 40 1 70 60 10 40 1 200 100 60 9 90 5 9 70 60 40 2 1 80 1 2 2 1 40 20 5 100 60 40 20 5 1 8 600 60 90 5 9 30 9 1 500 5 90 8 5 10 1 9 1 70 60 10 80 1 9 9 5 5 20 200 90 5 40 1 200 100 60 9 90 100 80 5 4 600 10 5 40 9 40 1 1 30 60 40 5 60 90 8 5 40 1 200 100 60 200 5 40 5 70 1 4 1 9 600 40 10 1 40 5 20 1 2 60 40 100 100 60 200 10 1 9 60 100 5 5 40 5 70 1 9 40 90 100 1 30 5 80 9 90 1 40 100 60 100 1 8 600 100 60 80 7 8 5 40 200 70 60 1 40 100 100 60 40 30 60 200 5 2 1 20 60 40 10 20 7 90 100 1 90 10 5 300 1 20 10 1 100 1 20 200 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 200 60 30 60 9 600 70 1 9 6 60 40 100 5 90 200 80 600 8 5 40 100 5 90 1 200 100 600 600 100 40 5 100 80 1 90 5 40 1 100 7 90 70 5 80 40 7 30 5 3 1 20 7 20 5 3 40 9 100 60 Total: 29602 = 2 x 19 x 19 x 41. 7.12.1.2.1.2.1.4.5.1 Odd positioned groups of 9 from 7.12.1.8.6: 60 90 100 9 70 60 9 7 90 9 40 1 200 100 600 10 1 10 1 30 70 5 20 600 40 1 5 90 1 70 60 4 600 90 60 200 60 9 90 1 200 100 600 40 20 100 1 9 5 8 40 5 9 70 5 90 600 40 5 70 9 100 60 60 40 4 1 40 70 5 90 7 1 80 400 9 5 80 5 9 90 100 60 200 5 3 40 600 90 1 200 10 80 9 8 7 1 200 100 5 40 40 7 3 5 30 60 40 4 5 5 70 60 20 200 5 9 600 4 5 90 100 60 100 5 4 90 7 30 60 40 40 7 3 30 100 600 40 5 9 70 1 9 100 40 100 60 40 4 5 9 80 9 5 30 600 40 5 9 70 5 60 20 200 90 600 200 30 9 40 60 70 9 20 1 100 60 90 100 9 80 9 90 100 60 40 20 5 3 9 10 1 9 60 200 100 60 200 1 90 60 20 1 60 90 5 9 5 10 40 1 7 30 600 40 100 100 60 40 4 5 9 7 90 60 200 80 600 8 7 100 60 100 5 3 60 40 200 70 5 100 7 90 1 200 100 600 20 5 3 60 40 9 5 30 70 100 200 90 1 40 60 9 5 100 200 70 100 60 40 1 20 50 1 40 1 200 100 600 200 100 60 200 80 600 90 1 40 40 4 9 5 100 60 200 2 1 7 80 60 40 9 100 60 200 70 5 30 5 80 9 90 60 9 90 9 30 1 100 9 90 30 9 10 100 7 80 60 200 40 1 200 1 20 5 3 60 40 100 5 90 60 5 80 1 9 90 60 9 10 60 8 5 60 200 10 1 100 1 2 9 1 80 400 9 5 80 5 9 40 10 1 9 70 80 5 90 2 6 60 40 1 200 100 600 1 70 70 1 90 1 40 100 7 40 3 7 40 600 80 1 40 1 40 5 7 20 9 7 20 9 20 1 30 60 200 9 40 1 100 9 30 5 Total: 30324 = 2 x 2 x 3 x 7 x 19 x 19. SF: 52 = 2 x 2 x 13. 7.12.1.2.1.2.1.4.5.1.1 Even positioned groups of 9 from 7.12.1.8.6: 60 200 1 30 70 5 20 600 40 5 9 90 20 5 3 60 200 90 60 200 90 10 1 9 100 60 40 10 4 600 60 9 100 9 40 5 90 9 40 1 90 10 1 9 80 5 3 5 9 1 8 7 90 5 60 9 60 200 40 100 9 60 70 40 20 9 8 60 40 100 5 300 20 9 10 30 7 90 5 9 9 10 1 9 60 9 300 1 80 9 40 60 100 9 70 5 80 9 1 600 70 80 60 90 60 200 4 5 1 20 9 1 40 10 1 100 1 40 5 40 1 100 600 60 400 20 5 90 30 9 60 40 5 70 9 5 40 600 40 60 200 40 1 200 60 40 2 1 80 1 2 2 1 8 5 9 90 4 5 60 7 3 100 600 40 4 200 60 1 70 60 5 9 1 200 100 60 9 90 60 60 3 60 30 5 40 60 40 400 60 200 100 60 90 100 60 200 4 100 60 200 9 8 5 9 90 70 70 5 100 60 70 9 100 1 100 60 100 5 1 70 2 2 1 40 200 40 300 80 1 3 90 100 1 60 9 90 100 80 1 100 1 9 1 40 100 5 90 5 30 70 40 100 5 90 400 1 9 80 5 2 100 5 90 5 9 90 1 200 100 5 9 90 100 7 40 10 5 300 5 50 5 4 200 90 1 40 1 100 5 90 4 5 1 200 100 60 20 20 60 40 100 5 90 10 20 80 60 300 7 100 60 200 4 9 10 1 9 5 70 9 100 60 40 1 8 7 30 5 40 60 9 5 90 1 200 100 600 40 10 1 9 40 100 80 9 90 9 40 7 30 4 9 60 90 5 9 100 60 200 7 8 90 4 5 10 1 9 60 90 5 30 30 30 1 100 5 600 200 100 5 80 40 5 9 4 9 60 4 5 5 10 60 5 70 9 7 40 5 600 90 600 40 1 100 2 60 7 90 5 40 60 600 40 1 90 1 2 1 400 8 1 30 5 3 10 1 100 5 20 9 70 Total: 27721 = 19 x 1459. 7.12.1.2.1.2.1.4.5.1.2 Odd positioned groups of 19 from 7.12.1.8.7: 9 90 20 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 200 60 9 100 9 40 5 90 1 70 60 4 600 90 60 200 90 9 40 1 8 7 90 5 100 1 9 5 8 40 5 9 70 60 9 60 200 40 100 5 300 60 40 4 1 40 70 5 90 7 20 9 10 30 7 90 5 9 100 60 200 5 3 40 600 90 1 40 60 100 9 70 5 80 9 1 200 40 7 3 5 30 60 40 1 20 9 1 40 10 1 100 1 4 5 5 100 60 100 5 4 5 90 30 9 60 40 5 70 9 90 7 30 60 40 1 9 100 60 40 2 1 80 1 2 2 1 40 100 60 40 4 5 9 60 100 600 40 4 200 60 1 70 60 20 200 90 600 200 30 9 40 60 3 60 30 5 40 60 40 400 80 9 90 100 60 40 20 5 3 60 200 9 8 5 9 90 70 1 90 60 20 1 60 90 5 9 70 5 100 60 2 2 1 40 100 60 40 4 5 9 7 90 60 200 40 300 80 1 3 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 100 60 200 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 60 9 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 90 30 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 60 5 70 9 70 1 90 1 40 100 7 40 3 7 40 5 600 90 600 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 8 1 Total: 26323 = 11 x 2393. 7.12.1.2.1.2.1.4.5.2 Even positioned groups of 19 from 7.12.1.8.7: 9 100 60 9 90 3 5 600 80 3 60 9 90 5 10 5 9 40 60 90 5 100 1 9 1 20 20 60 9 90 3 5 600 80 3 60 9 90 1 90 9 20 5 9 1 100 60 200 8 5 60 200 10 1 9 4 60 60 200 100 60 40 90 200 40 8 20 1 90 8 7 90 5 100 1 9 90 1 9 60 9 100 1 90 70 1 80 1 2 60 20 1 90 1 200 80 7 30 1 600 90 100 5 8 1 200 30 1 6 5 9 40 100 60 30 9 60 40 60 40 7 8 5 20 60 40 5 9 400 60 40 4 5 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 90 600 40 100 40 1 200 100 60 9 90 100 9 40 1 8 5 20 5 100 5 1 70 200 40 70 60 9 7 90 600 9 7 90 60 200 40 100 60 40 20 5 200 30 5 9 90 60 500 5 90 8 5 10 1 9 1 70 60 10 80 5 20 200 90 5 40 1 200 100 60 9 90 100 60 40 2 1 80 1 1 30 60 40 5 40 100 7 4 5 50 9 1 1 200 100 60 200 10 1 90 9 20 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 9 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 1 40 100 60 100 1 9 30 1 100 9 1 30 60 200 5 1 200 100 60 40 10 9 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 70 1 9 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 100 7 90 600 80 1 90 90 10 60 100 60 90 5 3 5 40 5 100 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 Total: 28314 = 2 x 3 x 3 x 11 x 11 x 13. 7.12.1.2.1.2.1.4.5.3 Odd positioned groups of 22 from 7.12.1.8.7: 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 200 90 5 100 1 9 1 60 4 600 90 60 200 90 9 40 1 1 90 9 20 5 9 1 100 60 200 8 5 60 200 40 100 60 200 100 60 40 90 200 40 8 20 1 90 8 7 90 5 100 1 9 60 9 100 1 90 70 1 80 1 2 60 20 1 90 1 200 100 60 200 5 3 8 1 200 30 1 6 5 9 40 100 60 40 7 3 5 30 60 40 1 20 9 1 400 60 40 4 5 100 60 100 5 4 5 90 30 9 60 40 5 70 9 90 7 30 9 100 60 40 2 1 80 1 2 2 1 40 100 60 40 4 5 9 40 1 200 100 1 70 60 20 200 90 600 200 30 9 40 60 200 40 70 60 9 7 90 600 9 7 40 20 5 3 60 200 200 30 5 9 90 60 500 5 90 8 5 10 1 9 1 70 5 20 200 90 5 40 1 200 100 60 9 90 100 60 40 2 1 80 1 2 2 1 100 7 4 5 50 9 1 1 200 100 60 200 10 1 9 3 60 40 200 70 5 100 4 1 9 600 40 10 1 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 30 5 20 20 60 40 100 5 90 10 20 7 80 60 40 9 1 40 100 60 100 1 9 30 40 9 30 1 100 9 90 30 60 40 10 9 40 60 200 40 100 5 90 100 1 90 90 60 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 9 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 5 600 40 100 60 90 5 3 5 40 5 100 60 5 70 9 70 1 90 1 40 100 7 40 3 20 5 3 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 8 1 Total: 27269 = 11 x 37 x 67. 7.12.1.2.1.2.1.4.5.3.1 Even positioned groups of 22 from 7.12.1.8.7: 9 100 60 9 90 3 5 600 80 3 60 9 90 5 10 5 9 40 60 9 90 20 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 100 9 40 5 90 1 70 60 200 10 1 9 4 60 8 7 90 5 100 1 9 5 8 40 5 9 70 60 9 9 5 300 60 40 4 1 40 70 5 90 7 20 9 10 30 7 90 5 9 90 1 40 600 90 1 40 60 100 9 70 5 80 9 1 200 80 7 30 1 600 90 100 5 40 10 1 100 1 4 5 5 30 9 60 40 60 40 7 8 5 20 60 40 5 9 60 40 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 90 600 40 100 1 60 9 90 100 9 40 1 8 5 20 5 100 5 1 70 60 100 600 40 4 200 60 90 60 200 40 100 60 40 20 5 3 60 30 5 40 60 40 400 80 9 90 100 60 60 10 80 9 8 5 9 90 70 1 90 60 20 1 60 90 5 9 70 5 100 60 40 100 60 40 4 5 9 7 90 60 200 40 300 80 1 3 1 30 60 40 5 40 7 90 1 40 100 5 90 5 30 70 1 90 9 20 5 200 100 600 40 9 60 200 1 200 100 60 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 2 1 1 100 9 1 30 60 200 5 1 200 100 60 9 90 10 1 9 5 70 9 100 60 10 5 300 1 20 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 70 1 9 6 10 1 9 70 80 5 90 2 200 100 5 80 100 7 90 600 80 1 90 90 10 60 7 40 5 600 90 600 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 Total: 27368 = 2 x 2 x 2 x 11 x 311. 7.12.1.2.1.2.1.4.5.3.2 Odd positioned groups of 171 from 7.12.1.9.1: 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 9 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 5 4 200 60 200 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 40 5 30 5 40 60 9 4 5 5 200 80 60 40 1 40 8 80 600 70 60 30 600 40 1 100 60 200 100 60 40 7 3 3 1 80 5 200 90 1 100 60 200 10 1 9 5 20 8 60 40 100 5 90 5 9 90 100 60 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 60 9 600 70 1 9 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 600 90 5 1 9 5 9 2 1 90 9 20 5 200 90 9 90 80 1 7 20 5 200 90 100 1 200 80 60 200 10 1 9 70 9 90 100 5 200 90 60 100 60 40 8 5 60 40 80 200 90 1 90 8 600 40 200 40 1 200 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 Total: 26499 = 3 x 11 x 11 x 73. SF: 98 = 2 x 7 x 7. 7.12.1.2.1.2.1.4.5.4 Even positioned groups of 171 from 7.12.1.9.1: 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 90 70 1 80 9 90 100 60 70 80 1 9 100 600 80 9 60 40 90 200 40 7 3 70 5 9 80 1 40 10 1 9 5 10 4 200 90 1 40 100 5 90 400 20 1 30 200 4 1 10 60 10 10 9 40 7 40 10 1 9 70 10 1 40 8 600 40 5 70 5 8 7 10 1 40 5 70 9 100 7 1 30 60 40 5 40 100 7 4 5 50 9 1 1 200 100 60 200 10 80 60 90 8 5 40 1 200 100 60 200 5 40 5 70 1 9 50 1 1 90 9 20 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 40 5 20 1 2 60 40 100 60 40 10 1 20 1 30 60 40 10 1 1 40 100 60 100 1 9 30 1 100 9 1 30 60 200 5 1 200 100 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 40 10 1 100 60 40 5 10 5 9 10 1 9 5 70 5 8 7 10 1 40 5 100 7 40 1 9 100 9 1 40 1 200 100 60 200 3 5 3 80 1 60 200 90 60 2 1 90 9 20 5 200 90 100 600 40 9 60 200 4 90 200 40 1 200 100 600 4 200 60 20 7 90 100 1 9 5 9 90 40 200 30 600 40 60 9 4 5 70 1 80 1 70 60 80 5 200 60 60 40 10 9 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 10 1 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 9 5 100 7 90 600 80 1 90 90 10 60 100 60 90 5 3 5 40 5 100 80 1 90 5 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 40 9 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 5 5 90 100 9 40 5 90 4 5 100 600 40 5 10 5 9 5 90 100 40 60 100 9 7 20 9 1 40 300 600 40 5 9 60 200 100 60 90 50 1 200 100 600 40 10 1 9 20 1 2 600 40 90 70 60 3 3 5 80 9 8 5 9 90 10 1 20 1 30 600 5 70 60 100 9 6 5 3 60 40 1 300 5 90 9 4 600 30 5 40 5 9 5 80 400 Total: 33935 = 5 x 11 x 617. 7.12.1.2.1.2.1.4.5.4.1 Odd positioned groups of 19 from 7.12.1.9.2: 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 20 5 50 1 40 100 5 90 90 100 5 300 1 40 60 40 5 50 1 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 9 90 100 60 90 100 1 200 80 600 90 1 9 5 50 5 80 400 60 40 9 40 1 1 80 7 100 60 40 90 100 1 200 80 60 40 1 200 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 30 30 5 40 7 40 60 200 100 60 90 5 90 100 9 40 9 7 90 5 10 4 5 50 9 600 40 10 1 9 5 9 90 5 50 5 200 600 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 90 100 9 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 60 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 70 5 40 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 90 5 40 60 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 10 1 9 5 200 8 5 600 90 4 80 1 30 600 40 5 9 90 5 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 Total: 27588 = 2 x 2 x 3 x 11 x 11 x 19. 7.12.1.2.1.2.1.4.5.4.2 Even positioned groups of 19 from 7.12.1.9.2: 1 20 1 2 60 40 100 5 90 100 60 40 9 7 90 60 200 40 5 1 200 100 60 40 70 5 80 9 5 8 7 10 1 40 1 200 100 600 90 10 5 300 1 20 7 90 1 200 100 60 200 10 1 9 10 1 20 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 9 5 100 200 70 100 60 40 5 9 90 100 7 40 10 5 300 1 20 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 40 10 200 80 7 40 1 9 60 40 60 40 60 30 1 100 9 90 9 70 60 40 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 100 60 200 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 60 9 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 90 30 70 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 40 100 1 9 30 5 40 60 9 5 2 20 1 90 300 7 30 60 200 40 1 200 100 40 100 80 9 90 9 40 7 30 5 80 1 9 90 60 9 10 60 4 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 40 5 1 200 100 60 40 60 200 4 200 40 1 100 1 9 90 600 90 30 5 40 1 200 100 60 200 70 5 70 60 9 8 5 40 5 70 9 60 4 1 200 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 60 5 70 9 70 1 90 1 40 100 7 40 3 7 40 5 600 90 600 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 8 1 600 100 600 40 1 10 60 200 90 1 40 100 5 90 5 20 5 3 60 60 40 70 20 7 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 29150 = 2 x 5 x 5 x 11 x 53. 7.12.1.2.1.2.1.4.6 Odd positioned groups of 57 from 7.12.1.9.2: 20 5 50 1 40 100 5 90 90 100 5 300 1 40 60 40 5 50 1 90 10 5 300 1 20 7 90 1 200 100 60 200 10 1 9 10 1 20 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 9 90 100 60 90 100 1 200 80 600 90 1 9 5 50 5 80 400 60 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 100 60 200 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 30 30 5 40 7 40 60 200 100 60 90 5 90 100 9 40 9 7 90 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 40 100 1 9 5 10 4 5 50 9 600 40 10 1 9 5 9 90 5 50 5 200 600 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 70 5 60 4 1 200 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 40 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 600 100 600 40 1 10 60 200 90 1 40 100 5 90 5 20 5 3 60 10 1 9 5 200 8 5 600 90 4 80 1 30 600 40 5 9 90 5 Total: 27082 = 2 x 11 x 1231. 7.12.1.2.1.2.1.5 Even positioned groups of 57 from 7.12.1.9.2: 1 20 1 2 60 40 100 5 90 100 60 40 9 7 90 60 200 40 5 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 1 200 100 60 40 70 5 80 9 5 8 7 10 1 40 1 200 100 600 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 9 5 100 200 70 100 60 40 5 9 90 100 7 40 10 5 300 1 20 40 10 200 80 7 40 1 9 60 40 60 40 60 30 1 100 9 90 9 40 9 40 1 1 80 7 100 60 40 90 100 1 200 80 60 40 1 200 70 60 40 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 60 9 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 90 30 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 70 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 30 5 40 60 9 5 2 20 1 90 300 7 30 60 200 40 1 200 100 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 40 100 80 9 90 9 40 7 30 5 80 1 9 90 60 9 10 60 4 40 5 1 200 100 60 40 60 200 4 200 40 1 100 1 9 90 600 90 90 100 9 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 60 30 5 40 1 200 100 60 200 70 5 70 60 9 8 5 40 5 70 9 60 5 70 9 70 1 90 1 40 100 7 40 3 7 40 5 600 90 600 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 90 5 40 60 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 8 1 60 40 70 20 7 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 29656 = 2 x 2 x 2 x 11 x 337. 7.12.1.2.1.2.1.6 Odd positioned groups of 171 from 7.12.1.9.2: 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 9 90 100 60 90 100 1 200 80 600 90 1 9 5 50 5 80 400 60 40 10 200 80 7 40 1 9 60 40 60 40 60 30 1 100 9 90 9 40 9 40 1 1 80 7 100 60 40 90 100 1 200 80 60 40 1 200 70 60 40 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 100 60 200 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 40 5 1 200 100 60 40 60 200 4 200 40 1 100 1 9 90 600 90 90 100 9 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 60 30 5 40 1 200 100 60 200 70 5 70 60 9 8 5 40 5 70 9 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 70 5 60 4 1 200 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 40 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 Total: 22011 = 3 x 11 x 23 x 29. 7.12.1.2.1.2.1.6.1 Even positioned groups of 171 from 7.12.1.9.2: 1 20 1 2 60 40 100 5 90 100 60 40 9 7 90 60 200 40 5 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 1 200 100 60 40 70 5 80 9 5 8 7 10 1 40 1 200 100 600 20 5 50 1 40 100 5 90 90 100 5 300 1 40 60 40 5 50 1 90 10 5 300 1 20 7 90 1 200 100 60 200 10 1 9 10 1 20 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 9 5 100 200 70 100 60 40 5 9 90 100 7 40 10 5 300 1 20 60 9 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 90 30 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 70 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 30 30 5 40 7 40 60 200 100 60 90 5 90 100 9 40 9 7 90 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 40 100 1 9 5 10 4 5 50 9 600 40 10 1 9 5 9 90 5 50 5 200 600 30 5 40 60 9 5 2 20 1 90 300 7 30 60 200 40 1 200 100 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 40 100 80 9 90 9 40 7 30 5 80 1 9 90 60 9 10 60 4 60 5 70 9 70 1 90 1 40 100 7 40 3 7 40 5 600 90 600 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 90 5 40 60 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 8 1 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 600 100 600 40 1 10 60 200 90 1 40 100 5 90 5 20 5 3 60 10 1 9 5 200 8 5 600 90 4 80 1 30 600 40 5 9 90 5 60 40 70 20 7 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 34727 = 7 x 11 x 11 x 41. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.2.1.2.1.6.2 Odd positioned groups of 285 from 7.12.1.9.2: 1 20 1 2 60 40 100 5 90 100 60 40 9 7 90 60 200 40 5 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 1 200 100 60 40 70 5 80 9 5 8 7 10 1 40 1 200 100 600 20 5 50 1 40 100 5 90 90 100 5 300 1 40 60 40 5 50 1 90 10 5 300 1 20 7 90 1 200 100 60 200 10 1 9 10 1 20 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 9 5 100 200 70 100 60 40 5 9 90 100 7 40 10 5 300 1 20 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 9 90 100 60 90 100 1 200 80 600 90 1 9 5 50 5 80 400 60 40 10 200 80 7 40 1 9 60 40 60 40 60 30 1 100 9 90 9 40 9 40 1 1 80 7 100 60 40 90 100 1 200 80 60 40 1 200 70 60 40 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 40 5 1 200 100 60 40 60 200 4 200 40 1 100 1 9 90 600 90 90 100 9 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 60 30 5 40 1 200 100 60 200 70 5 70 60 9 8 5 40 5 70 9 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 70 5 60 4 1 200 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 40 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 60 5 70 9 70 1 90 1 40 100 7 40 3 7 40 5 600 90 600 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 90 5 40 60 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 8 1 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 600 100 600 40 1 10 60 200 90 1 40 100 5 90 5 20 5 3 60 10 1 9 5 200 8 5 600 90 4 80 1 30 600 40 5 9 90 5 60 40 70 20 7 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 38027 = 11 x 3457. 7.12.1.2.1.2.2 Even positioned groups of 285 from 7.12.1.9.2: 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 100 60 200 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 60 9 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 90 30 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 70 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 30 30 5 40 7 40 60 200 100 60 90 5 90 100 9 40 9 7 90 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 40 100 1 9 5 10 4 5 50 9 600 40 10 1 9 5 9 90 5 50 5 200 600 30 5 40 60 9 5 2 20 1 90 300 7 30 60 200 40 1 200 100 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 40 100 80 9 90 9 40 7 30 5 80 1 9 90 60 9 10 60 4 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 Total: 18711 = 3 x 3 x 3 x 3 x 3 x 7 x 11. 7.12.1.2.1.2.2.1 Odd positioned groups of 30 from 7.12.1.9.3: 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 9 100 600 80 9 60 40 90 200 40 7 3 1 3 60 200 100 60 200 10 1 9 10 1 20 1 30 60 40 5 40 100 7 4 5 50 9 1 1 200 100 60 200 10 1 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 1 90 9 20 1 10 1 9 5 40 5 4 200 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 60 200 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 9 5 100 7 80 60 200 40 1 200 100 60 40 5 10 5 9 10 1 9 5 70 5 8 7 10 1 40 5 70 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 600 40 60 9 4 5 70 1 80 1 70 60 80 5 200 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 10 1 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 60 9 20 7 90 100 1 9 60 9 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 40 9 20 1 30 1 90 1 2 1 400 8 1 40 9 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 80 9 8 5 9 90 10 1 20 1 30 600 5 70 60 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 30965 = 5 x 11 x 563. 7.12.1.2.1.2.2.2 Even positioned groups of 30 from 7.12.1.9.3: 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 90 70 1 80 1 20 1 2 60 40 100 5 90 100 60 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 80 60 90 8 5 40 1 200 100 60 200 5 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 100 7 40 400 20 1 30 200 4 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 40 5 9 90 100 60 90 100 1 200 80 600 90 1 9 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 200 40 1 200 100 60 40 10 9 40 60 200 40 100 5 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 70 1 9 6 60 40 100 5 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 60 4 1 200 100 60 10 1 9 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 3 60 40 1 300 5 90 Total: 28413 = 3 x 3 x 7 x 11 x 41. SF: 65 = 5 x 13. 7.12.1.2.1.2.3 Odd positioned groups of 36 from 7.12.1.9.3: 40 5 9 90 100 60 70 80 1 9 100 600 80 9 60 40 90 200 40 7 3 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 4 5 50 9 1 1 200 100 60 200 10 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 80 60 90 8 5 40 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 200 100 60 40 5 9 90 100 60 90 100 1 200 80 600 90 1 9 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 5 3 60 40 100 5 90 4 5 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 200 40 1 200 100 60 40 5 10 5 9 10 1 9 5 70 5 8 7 10 1 40 5 70 1 40 600 100 7 90 10 5 300 1 20 7 9 4 5 70 1 80 1 70 60 80 5 200 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 200 40 1 200 100 60 40 10 9 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 70 1 9 6 60 40 100 5 90 30 5 100 1 100 200 90 5 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 40 5 9 200 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 40 1 2 1 400 8 1 40 9 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 5 30 60 200 9 40 1 100 9 30 5 5 5 9 90 10 1 20 1 30 600 5 70 60 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 3 Total: 29139 = 3 x 11 x 883. SF: 897 = 3 x 13 x 23. SF: 39 = 3 x 13. 7.12.1.2.1.2.3.1 Even positioned groups of 36 from 7.12.1.9.3: 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 90 70 1 80 1 20 1 2 60 40 100 5 90 100 60 40 9 7 90 60 200 100 7 40 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 200 100 60 200 10 1 9 10 1 20 1 30 60 40 5 40 100 7 1 200 100 60 200 5 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 1 90 9 20 5 4 200 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 60 200 10 1 9 1 70 7 3 1 3 60 40 1 30 5 40 60 40 3 60 20 3 60 8 1 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 200 80 600 90 1 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 90 1 200 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 600 40 60 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 10 1 600 40 3 80 1 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 600 40 5 20 5 3 60 40 1 20 20 60 8 5 20 5 9 1 200 100 60 40 5 9 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 60 4 1 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 9 20 1 30 1 90 3 10 1 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 80 9 8 60 40 1 300 5 90 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 30239 = 11 x 2749. 7.12.1.2.1.2.3.1.1 Odd positioned groups of 90 from 7.12.1.9.3: 200 100 60 200 10 1 9 10 1 20 1 30 60 40 5 40 100 7 4 5 50 9 1 1 200 100 60 200 10 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 80 60 90 8 5 40 1 200 100 60 200 5 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 1 90 9 20 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 600 40 60 9 4 5 70 1 80 1 70 60 80 5 200 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 200 40 1 200 100 60 40 10 9 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 10 1 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 60 4 1 200 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 40 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 80 9 8 5 9 90 10 1 20 1 30 600 5 70 60 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 3 60 40 1 300 5 90 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 30503 = 11 x 47 x 59. SF: 117 = 3 x 3 x 13. 7.12.1.2.1.2.3.1.2 Even positioned groups of 90 from 7.12.1.9.3: 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 90 70 1 80 1 20 1 2 60 40 100 5 90 100 60 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 9 100 600 80 9 60 40 90 200 40 7 3 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 5 4 200 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 60 200 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 40 5 9 90 100 60 90 100 1 200 80 600 90 1 9 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 100 60 40 5 10 5 9 10 1 9 5 70 5 8 7 10 1 40 5 70 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 70 1 9 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 8 1 40 9 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 Total: 28875 = 3 x 5 x 5 x 5 x 7 x 11. 7.12.1.2.1.2.3.1.3 Odd positioned groups of 10 from 7.12.1.9.4: 1 40 100 5 90 1 200 100 60 40 1 200 100 600 400 20 1 30 200 4 1 9 70 20 5 50 1 40 100 5 50 1 10 1 40 8 600 40 5 70 7 90 10 5 300 1 20 7 90 1 9 600 40 10 1 9 5 30 70 100 1 200 100 60 40 5 20 1 2 60 40 10 1 9 5 100 200 70 100 60 1 20 7 40 1 200 100 60 200 10 5 50 5 80 400 60 30 5 40 60 8 80 600 70 60 40 10 200 80 7 100 9 90 9 30 600 40 1 100 60 200 90 1 40 9 40 1 1 80 7 1 200 100 60 200 10 1 9 5 20 20 7 80 60 40 9 40 1 70 20 5 40 200 70 60 100 60 200 70 80 5 80 9 90 1 40 100 60 100 1 1 200 100 60 9 90 10 1 9 5 60 200 3 5 3 80 1 30 30 5 100 9 40 9 7 90 60 200 90 60 40 9 60 200 4 1 9 600 40 100 40 100 1 9 90 200 40 1 200 100 5 9 90 5 10 4 5 50 9 600 1 60 40 10 1 9 5 40 100 80 90 60 9 10 60 4 60 30 600 40 60 40 5 9 200 9 60 90 5 9 1 2 7 8 9 1 70 60 100 60 40 1 100 1 9 90 600 90 1 9 9 90 80 1 7 20 5 90 100 9 40 1 70 60 100 60 200 90 100 1 100 5 200 90 60 30 5 40 1 200 40 5 70 9 100 60 40 8 5 60 600 1 70 60 4 5 5 10 100 7 90 5 3 5 40 5 100 60 5 70 7 40 5 600 90 600 80 1 90 5 5 100 7 40 5 40 1 100 7 40 600 40 5 10 5 9 5 90 100 600 100 5 90 5 20 5 3 60 40 60 5 9 60 200 100 60 90 10 1 9 600 40 5 9 90 5 50 1 200 100 90 70 60 3 3 60 40 70 20 7 Total: 28710 = 2 x 3 x 3 x 5 x 11 x 29. 7.12.1.2.1.2.3.1.3.1 Even positioned groups of 10 from 7.12.1.9.4: 70 5 80 9 5 8 7 10 1 40 1 10 60 10 10 9 40 7 40 10 90 90 100 5 300 1 40 60 40 5 5 8 7 10 1 40 5 70 9 100 5 200 100 600 40 9 60 200 4 1 200 90 1 40 100 5 90 5 9 90 40 100 60 40 10 1 20 1 30 60 40 5 9 90 100 7 40 10 5 300 1 9 60 100 5 5 40 5 70 1 9 4 5 5 200 80 60 40 1 40 40 1 9 60 40 60 40 60 30 1 200 100 60 40 7 3 3 1 80 5 100 60 40 90 100 1 200 80 60 40 2 1 20 20 60 40 100 5 90 10 7 80 600 8 600 100 60 80 7 8 60 300 7 100 60 200 4 9 5 30 9 30 1 100 9 1 30 60 200 5 70 9 100 60 40 9 30 1 100 9 40 7 40 60 200 100 60 90 5 90 2 1 90 9 20 5 200 90 100 600 60 100 5 90 100 1 200 80 60 200 600 4 200 60 20 7 90 100 1 9 100 1 20 200 600 40 100 60 40 40 9 90 9 40 7 30 5 80 1 9 90 600 90 60 40 90 5 1 200 100 100 60 200 8 5 60 200 10 1 100 200 90 100 1 200 80 60 200 60 30 5 9 2 1 90 9 20 5 200 90 10 1 100 1 2 1 100 600 40 200 200 80 60 200 10 1 9 70 9 90 100 60 200 70 5 70 60 9 8 5 5 9 4 9 6 60 40 1 200 100 90 600 80 1 90 90 10 60 100 60 9 70 1 90 1 40 100 7 40 3 40 1 100 7 90 70 5 80 9 4 600 80 1 40 1 40 5 2 60 7 100 600 40 1 10 60 200 90 1 40 100 9 7 20 9 1 40 300 600 40 5 200 8 5 600 90 4 80 1 30 600 40 10 1 9 20 1 2 600 40 Total: 29084 = 2 x 2 x 11 x 661. SF: 676 = 2 x 2 x 13 x 13. 7.12.1.2.1.2.3.1.3.2 Odd positioned groups of 54 from 7.12.1.9.4: 300 1 40 60 40 5 50 1 10 1 40 8 600 40 5 70 5 8 7 10 1 40 5 70 9 100 7 90 10 5 300 1 20 7 90 1 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 9 5 30 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 5 50 5 80 400 60 30 5 40 60 9 4 5 5 200 80 60 40 1 40 8 80 600 70 60 40 10 200 80 7 40 1 9 60 40 60 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 5 90 100 9 40 9 7 90 60 200 90 60 2 1 90 9 20 5 200 90 100 600 40 9 60 200 4 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 40 100 1 9 90 200 40 1 200 100 600 4 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 10 1 9 70 9 90 100 5 200 90 60 30 5 40 1 200 100 60 200 70 5 70 60 9 8 5 40 5 70 9 100 60 40 8 5 60 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 7 40 5 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 600 40 5 10 5 9 5 90 100 600 100 600 40 1 10 60 200 90 1 40 100 5 90 5 20 5 3 60 40 60 100 9 7 20 9 1 Total: 28633 = 11 x 19 x 137. 7.12.1.2.1.2.3.1.3.2.1 Even positioned groups of 54 from 7.12.1.9.4: 1 40 100 5 90 1 200 100 60 40 70 5 80 9 5 8 7 10 1 40 1 200 100 600 400 20 1 30 200 4 1 10 60 10 10 9 40 7 40 10 1 9 70 20 5 50 1 40 100 5 90 90 100 5 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 40 5 20 1 2 60 40 100 60 40 10 1 20 1 30 60 40 10 1 9 5 100 200 70 100 60 40 5 9 90 100 7 40 10 5 300 1 20 40 60 30 1 100 9 90 9 30 600 40 1 100 60 200 100 60 40 7 3 3 1 80 5 200 90 1 40 9 40 1 1 80 7 100 60 40 90 100 1 200 80 60 40 1 200 100 60 200 10 1 9 5 20 1 40 100 60 100 1 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 60 200 3 5 3 80 1 30 30 5 40 7 40 60 200 100 60 90 200 60 20 7 90 100 1 9 5 9 90 5 10 4 5 50 9 600 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 9 5 40 100 80 9 90 9 40 7 30 5 80 1 9 90 60 9 10 60 4 40 1 100 1 9 90 600 90 1 9 5 9 2 1 90 9 20 5 200 90 9 90 80 1 7 20 5 90 100 9 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 60 200 90 100 1 200 80 60 200 100 7 90 600 80 1 90 90 10 60 100 60 90 5 3 5 40 5 100 60 5 70 9 70 1 90 1 40 100 7 40 3 7 40 5 600 90 600 80 1 90 5 40 1 100 7 90 70 5 80 9 4 5 100 40 300 600 40 5 9 60 200 100 60 90 10 1 9 5 200 8 5 600 90 4 80 1 30 600 40 5 9 90 5 50 1 200 100 600 40 10 1 9 20 1 2 600 40 90 70 60 3 3 60 40 70 20 7 Total: 29161 = 11 x 11 x 241. 7.12.1.2.1.2.3.1.3.2.2 Odd positioned groups of 19 from 7.12.1.9.5: 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 9 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 5 4 200 60 200 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 40 5 30 5 40 60 9 4 5 5 200 80 60 40 1 40 8 80 600 70 60 30 600 40 1 100 60 200 100 60 40 7 3 3 1 80 5 200 90 1 100 60 200 10 1 9 5 20 8 60 40 100 5 90 5 9 90 100 60 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 60 9 600 70 1 9 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 600 90 5 1 9 5 9 2 1 90 9 20 5 200 90 9 90 80 1 7 20 5 200 90 100 1 200 80 60 200 10 1 9 70 9 90 100 5 200 90 60 100 60 40 8 5 60 40 80 200 90 1 90 8 600 40 200 40 1 200 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 Total: 26499 = 3 x 11 x 11 x 73. SF: 98 = 2 x 7 x 7. 7.12.1.2.1.2.3.1.4 Even positioned groups of 19 from 7.12.1.9.5: 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 9 90 100 60 90 100 1 200 80 600 90 1 9 5 50 5 80 400 60 40 10 200 80 7 40 1 9 60 40 60 40 60 30 1 100 9 90 9 40 9 40 1 1 80 7 100 60 40 90 100 1 200 80 60 40 1 200 70 60 40 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 100 60 200 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 40 5 1 200 100 60 40 60 200 4 200 40 1 100 1 9 90 600 90 90 100 9 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 60 30 5 40 1 200 100 60 200 70 5 70 60 9 8 5 40 5 70 9 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 70 5 60 4 1 200 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 40 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 Total: 22011 = 3 x 11 x 23 x 29. 7.12.1.2.1.2.3.2 Odd positioned groups of 19 from 7.12.1.9.6: 1 20 1 2 60 40 100 5 90 100 60 40 9 7 90 60 200 40 5 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 1 200 100 60 40 70 5 80 9 5 8 7 10 1 40 1 200 100 600 20 5 50 1 40 100 5 90 90 100 5 300 1 40 60 40 5 50 1 90 10 5 300 1 20 7 90 1 200 100 60 200 10 1 9 10 1 20 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 9 5 100 200 70 100 60 40 5 9 90 100 7 40 10 5 300 1 20 60 9 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 90 30 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 70 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 30 30 5 40 7 40 60 200 100 60 90 5 90 100 9 40 9 7 90 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 40 100 1 9 5 10 4 5 50 9 600 40 10 1 9 5 9 90 5 50 5 200 600 30 5 40 60 9 5 2 20 1 90 300 7 30 60 200 40 1 200 100 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 40 100 80 9 90 9 40 7 30 5 80 1 9 90 60 9 10 60 4 60 5 70 9 70 1 90 1 40 100 7 40 3 7 40 5 600 90 600 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 90 5 40 60 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 8 1 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 600 100 600 40 1 10 60 200 90 1 40 100 5 90 5 20 5 3 60 10 1 9 5 200 8 5 600 90 4 80 1 30 600 40 5 9 90 5 60 40 70 20 7 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 34727 = 7 x 11 x 11 x 41. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.2.1.2.3.3 Even positioned groups of 19 from 7.12.1.9.6: 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 90 70 1 80 9 90 100 60 70 80 1 9 100 600 80 9 60 40 90 200 40 7 3 70 5 9 80 1 40 10 1 9 5 10 4 200 90 1 40 100 5 90 400 20 1 30 200 4 1 10 60 10 10 9 40 7 40 10 1 9 70 10 1 40 8 600 40 5 70 5 8 7 10 1 40 5 70 9 100 7 1 30 60 40 5 40 100 7 4 5 50 9 1 1 200 100 60 200 10 80 60 90 8 5 40 1 200 100 60 200 5 40 5 70 1 9 50 1 1 90 9 20 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 40 5 20 1 2 60 40 100 60 40 10 1 20 1 30 60 40 10 1 1 40 100 60 100 1 9 30 1 100 9 1 30 60 200 5 1 200 100 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 40 10 1 100 60 40 5 10 5 9 10 1 9 5 70 5 8 7 10 1 40 5 100 7 40 1 9 100 9 1 40 1 200 100 60 200 3 5 3 80 1 60 200 90 60 2 1 90 9 20 5 200 90 100 600 40 9 60 200 4 90 200 40 1 200 100 600 4 200 60 20 7 90 100 1 9 5 9 90 40 200 30 600 40 60 9 4 5 70 1 80 1 70 60 80 5 200 60 60 40 10 9 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 10 1 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 9 5 100 7 90 600 80 1 90 90 10 60 100 60 90 5 3 5 40 5 100 80 1 90 5 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 40 9 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 5 5 90 100 9 40 5 90 4 5 100 600 40 5 10 5 9 5 90 100 40 60 100 9 7 20 9 1 40 300 600 40 5 9 60 200 100 60 90 50 1 200 100 600 40 10 1 9 20 1 2 600 40 90 70 60 3 3 5 80 9 8 5 9 90 10 1 20 1 30 600 5 70 60 100 9 6 5 3 60 40 1 300 5 90 9 4 600 30 5 40 5 9 5 80 400 Total: 33935 = 5 x 11 x 617. 7.12.1.2.1.2.3.3.1 Odd positioned groups of 19 from 7.12.1.10.1: 5 9 100 60 9 90 3 5 9 40 60 9 90 20 5 3 60 1 10 10 4 600 90 5 100 5 600 80 3 60 9 90 60 9 600 90 60 200 5 3 5 9 90 60 200 90 60 200 4 5 70 100 5 5 40 100 1 60 200 5 3 5 40 7 8 7 5 9 600 40 9 1 90 70 1 80 600 40 4 9 1 100 60 200 100 60 100 9 1 80 8 7 90 5 7 40 100 9 100 60 200 90 100 7 90 10 1 9 60 70 5 20 9 8 7 90 5 9 1 60 200 90 1 40 100 5 90 60 90 10 1 9 60 70 5 80 5 9 10 1 9 6 7 100 60 40 10 80 1 100 7 90 40 40 10 1 9 5 40 100 600 10 8 1 9 1 200 100 60 40 200 5 20 5 3 5 9 1 200 90 60 200 10 1 10 60 200 5 10 1 5 5 40 80 7 30 1 6 5 9 40 100 60 40 7 40 10 1 100 20 600 4 5 5 20 60 40 5 9 400 60 40 30 9 60 40 5 70 200 100 100 60 9 90 60 70 9 20 1 20 5 100 5 1 70 60 20 1 80 60 100 9 4 9 1 300 4 600 10 1 40 1 200 100 60 200 40 7 3 200 40 7 1 90 1 30 7 4 5 40 90 60 1 9 600 40 4 5 9 7 90 600 90 9 40 1 70 60 10 7 3 5 30 600 600 200 30 60 40 2 1 80 1 2 2 1 60 9 90 60 70 9 20 100 40 1 200 100 600 70 1 40 100 7 100 600 60 4 5 7 3 5 60 40 100 5 90 90 100 1 600 40 4 5 60 70 9 20 1 5 40 600 80 1 70 5 40 5 9 80 1 90 1 70 5 40 20 60 200 20 60 200 100 60 90 8 5 10 1 9 1 70 60 90 60 20 1 60 90 40 100 5 40 1 200 100 60 9 90 100 40 100 60 40 4 5 9 7 Total: 27896 = 2 x 2 x 2 x 11 x 317. 7.12.1.2.1.2.3.3.2 Even positioned groups of 19 from 7.12.1.10.1: 60 100 1 40 60 200 40 5 20 100 60 200 1 30 70 5 20 600 90 60 200 90 10 1 10 600 1 200 100 60 200 90 10 1 9 40 1 5 90 9 40 1 200 70 60 200 90 5 40 100 60 9 200 100 600 40 20 9 90 3 60 40 60 40 1 70 5 4 60 60 9 10 60 4 60 30 1 40 5 100 60 1 200 100 7 10 30 1 90 100 7 5 40 60 300 2 1 90 9 20 5 9 1 9 4 60 8 7 90 5 100 1 60 200 60 40 100 60 200 100 8 7 90 5 100 1 9 5 300 20 9 10 30 9 300 1 80 70 1 80 1 2 60 20 1 90 90 1 40 60 100 9 1 9 40 100 60 200 90 60 400 20 60 90 70 80 60 300 7 100 7 5 80 5 600 40 10 1 9 70 40 60 200 4 5 40 1 70 5 100 100 1 30 1 80 100 200 200 10 1 70 5 10 80 9 8 60 200 4 1 4 5 5 60 9 60 7 3 5 30 600 40 1 1 100 600 60 400 9 90 7 40 60 40 2 1 80 1 2 2 40 600 40 60 200 40 1 200 1 2 2 1 40 7 9 7 90 60 30 5 40 60 40 400 80 9 4 5 1 200 100 60 200 5 100 60 90 1 70 5 90 100 5 100 60 5 10 5 200 90 60 9 100 7 90 600 40 100 1 9 1 40 100 60 40 5 9 70 9 40 1 8 5 20 5 100 5 1 70 60 20 200 90 1 100 9 7 90 600 9 7 90 60 200 5 40 60 40 400 80 9 90 1 80 10 1 10 60 40 5 70 5 70 5 80 9 90 90 600 90 3 600 300 5 20 5 9 1 8 60 80 200 2 60 90 3 9 40 200 4 5 3 600 40 1 70 60 100 60 200 1 9 30 1 1 9 60 200 100 5 9 70 100 60 200 5 300 7 30 1 90 5 10 40 1 7 30 600 90 20 600 90 1 90 70 1 80 5 100 1 200 80 600 8 7 100 60 Total: 32439 = 3 x 11 x 983. 7.12.1.2.1.2.3.3.3 Odd positioned groups of 19 from 7.12.1.10.2: 80 3 60 9 90 5 10 5 200 90 9 40 1 200 100 600 10 90 1 20 20 60 9 90 3 100 9 40 5 90 1 70 60 4 100 600 100 60 90 60 9 7 60 100 5 1 40 5 3 40 600 80 1 300 1 9 90 60 90 90 10 5 300 1 20 7 40 3 10 200 80 9 60 200 5 3 60 20 5 3 600 200 30 9 40 100 1 9 1 300 200 30 600 40 100 80 70 60 200 90 1 200 90 600 40 5 70 9 100 60 40 60 40 90 10 1 9 1 10 9 1 80 400 9 5 80 5 9 9 90 1 9 60 20 5 3 200 40 100 5 90 1 200 100 60 5 300 60 2 7 8 7 60 1 100 7 3 60 80 5 9 90 70 60 100 600 40 1 80 400 9 600 60 70 9 20 1 100 60 9 90 70 60 90 1 90 60 200 80 60 100 5 8 1 200 30 3 5 30 60 40 1 20 9 1 80 100 7 40 60 40 7 8 4 5 100 60 100 5 4 5 90 30 60 40 20 5 3 1 200 100 60 90 100 9 40 1 8 5 90 600 200 30 9 40 2 1 8 60 40 60 40 70 1 80 5 40 10 1 8 7 30 5 40 60 70 60 200 20 5 3 60 200 9 10 1 9 100 600 4 9 10 400 20 60 1 70 60 20 5 80 9 8 5 9 90 4 5 60 5 40 1 200 100 5 9 70 40 20 5 3 5 9 1 200 100 60 90 100 9 60 200 40 9 5 90 90 100 1 200 80 600 8 30 600 40 5 300 7 100 9 3 80 600 8 7 100 600 9 4 100 60 90 60 100 9 60 200 4 20 20 100 60 100 1 90 400 1 40 100 9 100 60 200 60 400 8 600 60 90 90 60 500 5 10 80 9 8 5 9 90 70 1 5 100 60 1 9 30 200 90 60 40 2 1 80 1 2 2 1 60 200 40 300 80 1 3 5 Total: 31889 = 11 x 13 x 223. SF: 247 = 13 x 19. 7.12.1.2.1.2.3.3.4 Even positioned groups of 19 from 7.12.1.10.2: 8 7 60 10 200 80 9 60 90 40 60 90 100 9 70 60 9 7 600 70 60 20 5 90 5 9 100 60 40 1 30 70 5 20 600 1 9 1 200 90 10 1 80 90 10 1 9 80 60 9 90 1 1 200 100 60 9 20 9 8 10 9 30 1 90 1 40 60 9 40 100 5 90 60 200 100 5 1 9 5 90 100 9 8 1 200 8 1 20 30 60 9 90 7 30 60 200 8 5 60 200 10 1 9 5 8 40 5 9 70 60 9 10 1 200 40 8 20 1 90 60 40 4 1 40 70 5 90 7 200 100 60 40 9 100 1 90 1 200 100 60 200 5 3 40 600 9 1 200 100 600 40 90 1 200 90 5 70 5 9 4 7 600 1 200 100 60 40 5 9 400 80 5 90 2 200 100 5 80 600 10 80 9 40 1 100 60 100 60 100 200 90 9 10 1 9 60 7 1 200 100 600 70 80 60 90 1 600 90 5 9 600 8 5 70 60 20 200 5 9 40 5 40 90 30 9 60 40 60 30 5 1 40 90 200 40 7 3 30 5 600 40 5 9 70 5 40 80 60 200 40 100 60 40 20 5 3 90 100 60 40 7 4 5 9 3 9 100 60 200 2 7 30 1 9 20 5 70 80 60 90 1 200 200 100 200 90 9 40 1 1 100 60 40 2 1 80 1 2 2 90 60 200 40 60 9 90 100 1 70 60 100 600 40 4 200 60 9 40 60 9 4 5 70 60 40 100 60 40 20 5 3 60 30 60 40 20 5 3 60 200 90 60 9 7 90 5 40 60 9 4 5 10 80 1 6 60 40 20 5 200 1 30 1 20 20 60 40 40 5 100 1 9 20 1 2 600 9 500 1 5 9 30 9 1 100 60 90 100 60 200 4 9 10 200 200 30 5 9 1 1 200 10 1 9 5 70 9 100 1 100 60 100 5 1 70 5 20 20 4 600 10 5 40 9 40 1 90 100 5 60 9 90 100 80 1 100 Total: 29227 = 11 x 2657. 7.12.1.2.1.2.3.3.5 Odd positioned groups of 7 from 7.12.1.1.2.2: 200 200 10 9 5 600 80 90 60 70 100 600 5 1 600 60 9 90 1 1 60 100 100 70 200 10 60 100 9 1 9 1 1 80 1 7 1 400 40 1 60 600 9 70 10 70 10 100 70 20 5 600 9 60 5 5 9 1 7 7 60 5 60 7 1 7 200 60 90 5 5 5 5 1 100 1 90 7 400 20 3 200 5 3 60 9 100 60 4 3 40 9 1 4 10 5 10 9 100 40 1 100 90 10 40 100 80 7 70 9 5 4 600 5 40 9 1 40 7 1 9 100 90 9 5 1 1 100 90 40 1 1 5 40 1 5 1 80 1 5 5 100 9 200 60 20 60 60 5 1 80 40 200 9 90 200 60 200 80 200 40 200 1 100 200 1 20 90 60 10 100 5 1 60 80 40 200 200 20 90 9 100 40 9 8 9 9 90 60 5 60 90 70 80 4 7 30 5 9 5 4 100 5 20 50 200 80 8 60 60 Total: 13860 = 2 x 2 x 3 x 3 x 5 x 7 x 11. 7.12.1.2.1.2.3.3.6 Even positioned groups of 7 from 7.12.1.1.2.2: 20 40 90 90 9 20 40 100 40 90 60 40 60 60 30 90 40 8 5 90 40 600 30 40 9 100 200 9 20 90 10 200 60 10 90 3 9 100 60 7 7 7 80 5 1 1 60 60 200 5 60 7 20 1 7 70 60 2 40 5 600 60 90 100 60 60 600 200 60 200 5 200 9 90 5 7 60 200 5 9 9 100 90 60 30 9 1 80 10 1 60 100 40 1 1 9 60 20 5 20 7 1 9 1 40 40 100 200 3 70 80 90 90 20 30 4 40 60 5 7 5 70 60 100 100 90 100 7 10 300 200 600 50 90 80 90 9 40 200 7 90 5 60 5 40 100 200 7 100 200 100 1 60 5 1 10 60 100 1 1 100 200 7 90 50 600 60 20 10 80 5 1 4 30 5 9 80 600 10 2 600 5 70 90 5 1 70 8 40 600 5 100 600 7 10 100 60 90 3 20 400 200 5 60 60 40 80 30 50 200 70 9 1 9 90 200 60 Total: 16995 = 3 x 5 x 11 x 103. 7.12.1.2.1.2.3.3.6.1 Odd positioned groups of 15 from 7.12.1.2.1.2: 600 10 1 10 60 1 200 100 60 200 5 10 4 600 90 1 200 100 7 10 40 60 300 8 1 100 60 20 5 3 200 100 60 200 5 100 600 40 20 5 1 200 100 60 40 60 90 60 200 4 1 6 5 9 40 1 100 1 4 5 9 4 9 1 300 200 100 60 40 10 5 70 9 100 60 20 5 3 5 9 9 60 200 40 70 5 3 60 30 5 60 400 20 60 200 70 60 100 60 200 60 200 100 60 200 100 60 70 80 1 40 5 70 1 200 1 40 10 1 9 9 600 40 10 1 1 200 100 60 40 40 10 1 9 5 100 60 40 90 100 8 60 40 100 5 40 60 40 3 60 100 60 40 5 10 1 40 600 100 7 40 1 9 100 9 1 60 40 10 1 90 60 9 10 60 60 40 5 9 200 100 60 200 70 5 40 80 200 90 1 20 5 9 1 200 8 1 40 9 100 5 30 60 200 9 5 90 100 9 40 Total: 14718 = 2 x 3 x 11 x 223. 7.12.1.2.1.2.3.3.6.2 Even positioned groups of 15 from 7.12.1.2.1.2: 200 100 60 9 90 1 40 5 3 40 90 20 9 8 60 1 200 100 7 90 20 9 8 60 40 90 5 100 1 9 200 100 60 40 200 1 9 70 80 5 5 10 80 9 40 60 40 20 5 3 200 40 7 3 30 5 40 1 200 100 1 1 9 100 7 1 40 100 60 40 90 9 40 1 70 9 90 90 600 90 90 100 1 200 80 1 100 60 90 60 100 5 1 70 5 1 80 1 2 2 1 3 5 20 20 5 8 7 10 1 200 100 60 200 10 50 9 1 1 200 1 40 1 200 100 10 1 9 1 70 60 90 100 1 200 20 7 80 60 40 5 40 200 70 60 5 80 9 90 1 600 4 200 60 20 40 10 1 9 5 5 70 1 80 1 1 30 30 1 100 600 40 5 20 5 5 1 200 100 60 600 1 70 60 4 90 5 3 5 40 7 40 5 600 90 600 40 10 1 9 90 1 90 100 5 90 10 1 20 1 Total: 13189 = 11 x 11 x 109. 7.12.1.2.1.2.3.4 Odd positioned groups of 140 from 7.12.1.2.1.2: 600 10 1 10 60 1 200 100 60 200 5 10 4 600 90 200 100 60 9 90 1 40 5 3 40 90 20 9 8 60 1 200 100 7 10 40 60 300 8 1 100 60 20 5 3 1 200 100 7 90 20 9 8 60 40 90 5 100 1 9 200 100 60 200 5 100 600 40 20 5 1 200 100 60 40 200 100 60 40 200 1 9 70 80 5 5 10 80 9 40 60 90 60 200 4 1 6 5 9 40 1 100 1 4 5 60 40 20 5 3 200 40 7 3 30 5 40 1 200 100 9 4 9 1 300 200 100 60 40 10 5 70 9 100 60 1 1 9 100 7 40 60 40 3 60 20 7 80 60 40 5 40 200 70 60 5 80 9 90 1 100 60 40 5 10 1 40 600 100 7 40 1 9 100 9 600 4 200 60 20 40 10 1 9 5 5 70 1 80 1 1 60 40 10 1 90 60 9 10 60 60 40 5 9 200 1 30 30 1 100 600 40 5 20 5 5 1 200 100 60 100 60 200 70 5 40 80 200 90 1 20 5 9 1 200 600 1 70 60 4 90 5 3 5 40 7 40 5 600 90 8 1 40 9 100 5 30 60 200 9 5 90 100 9 40 600 40 10 1 9 90 1 90 100 5 90 10 1 20 1 Total: 18942 = 2 x 3 x 7 x 11 x 41. 7.12.1.2.1.2.3.4.1 Even positioned groups of 140 from 7.12.1.2.1.2: 1 40 100 60 40 90 9 40 1 70 20 5 3 5 9 9 60 200 40 70 5 3 60 30 5 9 90 90 600 90 90 100 1 200 80 1 100 60 90 60 60 400 20 60 200 70 60 100 60 200 60 200 100 60 200 100 5 1 70 5 1 80 1 2 2 1 3 5 20 20 100 60 70 80 1 40 5 70 1 200 1 40 10 1 9 5 8 7 10 1 200 100 60 200 10 50 9 1 1 200 9 600 40 10 1 1 200 100 60 40 40 10 1 9 5 1 40 1 200 100 10 1 9 1 70 60 90 100 1 200 100 60 40 90 100 8 60 40 100 5 Total: 8965 = 5 x 11 x 163. 7.12.1.2.1.2.3.4.2 Odd positioned groups of 14 from 7.12.1.2.3.1: 3 90 20 9 8 60 5 4 60 10 9 60 9 60 300 1 20 9 1 90 70 1 9 60 200 5 3 1 90 10 1 1 200 100 7 90 5 90 600 40 5 20 90 60 200 4 30 1 600 90 100 1 6 5 9 40 8 5 30 600 40 1 9 40 5 40 1 600 4 5 9 70 60 9 90 100 9 5 100 5 1 70 200 60 60 4 600 40 5 300 5 100 1 200 100 60 200 90 1 200 100 60 9 1 80 1 2 2 4 5 9 7 7 40 100 7 40 1 40 10 1 9 1 40 100 5 60 60 90 100 1 200 5 50 5 80 400 9 4 5 90 9 30 200 100 60 40 7 200 90 1 40 9 100 100 5 90 100 40 100 1 9 90 600 4 200 60 20 60 40 10 1 9 90 9 40 7 90 60 9 70 9 1 200 70 5 3 1 80 60 200 5 9 30 100 60 40 5 600 80 1 40 1 90 5 40 60 9 300 600 Total: 15158 = 2 x 11 x 13 x 53. 7.12.1.2.1.2.3.4.2.1 Even positioned groups of 14 from 7.12.1.2.3.1: 9 10 200 40 100 5 90 5 3 5 40 7 10 5 200 10 7 90 5 100 1 9 70 60 9 60 60 200 9 8 400 9 5 1 9 70 80 5 80 600 40 60 5 30 60 40 1 1 100 1 4 5 40 5 9 600 70 90 9 40 1 70 5 9 90 4 5 600 40 5 1 70 60 30 9 40 60 9 60 40 2 1 80 20 10 1 9 5 5 10 40 1 7 100 5 1 70 5 60 70 80 1 60 40 90 200 40 40 5 70 1 200 90 70 5 80 9 5 1 200 20 7 40 1 1 9 5 200 8 80 600 70 60 40 1 9 60 40 100 9 40 9 7 2 1 90 9 20 40 9 60 200 4 60 5 9 90 5 10 40 10 1 9 5 200 600 40 200 100 40 80 200 90 1 40 1 200 100 60 20 5 9 1 7 40 5 600 90 40 1 100 7 90 5 100 7 40 7 30 20 5 3 600 40 9 20 1 30 1 8 Total: 12881 = 11 x 1171. 7.12.1.2.1.2.3.4.2.1.1 Odd positioned groups of 30 from 7.12.1.2.3.1: 3 90 20 9 8 60 5 4 60 10 9 60 9 60 9 10 200 40 100 5 90 5 3 5 40 7 10 5 300 1 200 100 7 90 5 90 600 40 5 20 9 8 400 9 5 1 9 70 80 5 80 600 40 60 90 60 200 4 30 1 5 40 1 600 4 5 70 90 9 40 1 70 5 9 90 4 5 600 40 5 9 70 60 9 90 100 9 5 100 5 200 90 10 1 9 5 5 10 40 1 7 100 5 1 70 5 1 200 100 60 9 1 80 1 2 2 4 5 9 7 5 80 9 5 1 200 20 7 40 1 1 9 60 60 90 100 1 200 5 50 5 80 400 9 4 5 5 200 8 80 9 20 40 9 60 200 4 60 100 5 90 100 40 100 1 9 90 600 4 200 60 20 5 9 90 5 10 40 10 1 60 20 5 9 1 200 70 5 3 1 80 60 200 5 9 30 100 60 1 7 40 5 600 90 40 1 100 7 90 5 Total: 12980 = 2 x 2 x 5 x 11 x 59. 7.12.1.2.1.2.3.4.2.1.1.1 Even positioned groups of 30 from 7.12.1.2.3.1: 20 9 1 90 70 1 9 60 200 5 3 1 200 10 7 90 5 100 1 9 70 60 9 60 60 200 90 10 1 1 600 90 100 1 6 5 9 40 5 30 60 40 1 1 100 1 4 5 40 5 9 600 8 5 30 600 40 1 9 40 1 70 200 60 1 70 60 30 9 40 60 9 60 40 2 1 80 20 60 4 600 40 5 300 5 100 1 200 100 60 60 70 80 1 60 40 90 200 40 40 5 70 1 200 7 40 100 7 40 1 40 10 1 9 1 40 100 5 90 70 600 70 60 40 1 9 60 40 100 9 90 9 30 200 100 60 40 7 200 90 1 40 9 100 40 9 7 2 1 90 9 5 200 600 40 200 60 40 10 1 9 90 9 40 7 90 60 9 70 9 100 40 80 200 90 1 40 1 200 100 100 7 40 5 600 80 1 40 1 90 5 40 60 9 300 600 40 7 30 20 5 3 600 40 9 20 1 30 1 8 Total: 15059 = 11 x 37 x 37. 7.12.1.2.1.2.3.4.2.1.1.2 Odd positioned groups of 35 from 7.12.1.2.3.1: 3 90 20 9 8 60 5 4 60 10 9 60 9 60 9 10 200 40 100 5 90 5 3 5 40 7 10 5 300 1 20 9 1 90 70 9 8 400 9 5 1 9 70 80 5 80 600 40 60 90 60 200 4 30 1 600 90 100 1 6 5 9 40 5 30 60 40 1 1 100 9 70 60 9 90 100 9 5 100 5 1 70 200 60 1 70 60 30 9 40 60 9 60 40 2 1 80 20 60 4 600 40 5 300 5 60 70 80 1 60 40 90 200 40 40 5 70 1 200 7 40 100 7 40 1 40 10 1 9 1 40 100 5 90 70 5 80 9 5 1 90 9 30 200 100 60 40 7 200 90 1 40 9 100 40 9 7 2 1 90 9 20 40 9 60 200 4 60 100 5 90 100 40 100 1 100 40 80 200 90 1 40 1 200 100 60 20 5 9 1 200 70 5 3 1 80 60 200 5 9 30 100 60 1 7 40 5 600 90 40 Total: 12694 = 2 x 11 x 577. 7.12.1.2.1.2.3.4.2.1.2 Even positioned groups of 35 from 7.12.1.2.3.1: 1 9 60 200 5 3 1 200 10 7 90 5 100 1 9 70 60 9 60 60 200 90 10 1 1 200 100 7 90 5 90 600 40 5 20 1 4 5 40 5 9 600 8 5 30 600 40 1 9 40 5 40 1 600 4 5 70 90 9 40 1 70 5 9 90 4 5 600 40 5 100 1 200 100 60 200 90 10 1 9 5 5 10 40 1 7 100 5 1 70 5 1 200 100 60 9 1 80 1 2 2 4 5 9 7 200 20 7 40 1 1 9 60 60 90 100 1 200 5 50 5 80 400 9 4 5 5 200 8 80 600 70 60 40 1 9 60 40 100 9 9 90 600 4 200 60 20 5 9 90 5 10 40 10 1 9 5 200 600 40 200 60 40 10 1 9 90 9 40 7 90 60 9 70 9 1 100 7 90 5 100 7 40 5 600 80 1 40 1 90 5 40 60 9 300 600 40 7 30 20 5 3 600 40 9 20 1 30 1 8 Total: 15345 = 3 x 3 x 5 x 11 x 31. 7.12.1.2.1.2.3.4.2.1.2.1 Odd positioned groups of 2 from 7.12.1.2.3.2: 200 100 9 8 30 40 8 1 600 40 60 20 60 100 80 1 300 200 9 20 5 60 10 80 100 5 3 600 9 20 1 10 90 1 30 1 200 10 60 200 8 7 90 30 5 20 4 5 30 9 5 60 60 400 1 9 9 100 2 1 60 40 40 1 5 9 70 9 60 200 9 7 200 5 30 5 100 60 9 40 100 5 100 7 90 1 20 20 5 4 90 100 60 100 9 9 1 9 60 40 1 2 40 9 60 100 5 9 40 1 200 90 100 7 1 10 5 1 200 100 100 9 1 9 40 1 60 40 1 200 200 8 100 5 60 40 60 40 200 40 100 9 3 5 7 40 100 9 70 1 60 30 60 90 30 60 10 9 100 1 90 1 600 5 40 100 20 200 4 1 9 20 90 200 1 40 90 1 4 9 1 70 90 600 90 90 5 40 1 90 Total: 11616 = 2 x 2 x 2 x 2 x 2 x 3 x 11 x 11. SF: 35 = 5 x 7. 7.12.1.2.1.2.3.4.2.1.2.2 Even positioned groups of 2 from 7.12.1.2.3.2: 7 10 1 200 60 300 7 30 4 100 5 3 9 1 9 1 1 90 5 8 200 5 9 40 20 5 60 70 200 10 60 60 90 60 80 100 1 9 80 9 1 60 7 8 60 40 100 60 60 40 200 90 20 1 100 7 60 40 40 100 60 200 5 3 90 60 20 9 40 70 90 60 3 60 9 90 40 90 1 200 90 90 100 600 3 5 1 80 600 1 1 200 5 60 600 100 5 30 60 20 60 40 7 90 60 100 50 1 5 4 1 40 40 400 1 9 40 1 30 1 1 10 1 70 200 100 90 100 100 60 60 40 60 70 20 40 3 60 1 9 60 200 3 40 60 200 30 5 80 1 5 40 300 7 60 40 40 90 90 10 200 100 3 60 100 1 600 1 200 60 7 90 90 100 100 5 5 9 6 600 60 4 80 1 5 3 9 70 Total: 12969 = 3 x 3 x 11 x 131. 7.12.1.2.1.2.3.4.2.2 Odd positioned groups of 14 from 7.12.1.2.3.2: 200 100 7 10 9 8 1 200 30 40 60 300 8 1 80 1 9 1 300 200 1 90 9 20 5 8 5 60 9 20 200 10 1 10 60 60 90 1 90 60 30 1 90 30 7 8 5 20 60 40 4 5 100 60 30 9 9 100 60 40 2 1 40 100 60 40 60 200 40 1 9 7 90 60 200 5 3 60 30 5 9 90 100 60 90 1 3 5 20 20 1 80 5 4 600 1 90 100 60 40 60 20 1 2 60 40 40 9 7 90 60 100 100 7 40 400 1 10 1 9 5 1 40 1 200 100 60 40 90 100 1 200 100 60 200 8 60 40 100 5 100 9 60 200 3 5 3 40 7 40 60 200 100 9 30 60 60 40 10 9 40 90 100 1 90 10 90 1 4 1 200 60 9 20 7 90 90 200 90 100 1 40 90 600 80 1 90 90 5 3 5 40 9 70 1 90 Total: 11495 = 5 x 11 x 11 x 19. 7.12.1.2.1.2.4 Even positioned groups of 14 from 7.12.1.2.3.2: 7 30 600 40 4 100 60 20 5 3 60 100 9 1 200 5 10 80 9 40 100 5 20 5 3 600 60 70 80 100 200 10 1 9 60 200 80 9 8 7 1 60 60 40 5 60 200 90 60 400 20 1 1 9 100 7 5 3 5 9 90 60 70 9 20 9 60 200 40 70 40 90 9 40 1 200 100 5 90 90 100 7 100 600 1 200 60 100 5 60 9 9 600 100 1 9 5 30 60 100 5 9 50 1 40 1 5 4 200 90 1 40 30 1 100 9 1 10 1 9 1 70 40 1 200 100 60 70 60 40 20 40 60 40 3 60 200 40 1 9 30 5 70 1 80 1 60 30 5 40 60 90 300 7 200 100 600 5 3 60 40 100 100 1 20 200 600 1 100 5 90 1 5 9 4 9 6 600 1 70 60 4 Total: 13090 = 2 x 5 x 7 x 11 x 17. SF: 42 = 2 x 3 x 7. 7.12.1.2.1.3 Odd positioned groups of 7 from 7.12.1.2.3.3: 4 60 10 9 60 9 60 5 3 5 40 7 10 5 1 9 60 200 5 3 1 200 30 40 60 300 8 1 20 5 3 60 100 9 1 90 9 20 5 8 5 60 9 70 60 9 60 60 200 90 5 90 600 40 5 20 70 80 5 80 600 40 60 5 20 5 3 600 60 70 60 90 1 90 60 30 1 200 80 9 8 7 1 60 90 100 1 6 5 9 40 1 4 5 40 5 9 600 40 5 40 1 600 4 5 40 4 5 100 60 30 9 400 20 1 1 9 100 7 100 60 40 60 200 40 1 9 90 4 5 600 40 5 7 200 90 1 40 9 100 60 200 8 60 40 100 5 40 3 60 200 40 1 9 40 7 40 60 200 100 9 20 40 9 60 200 4 60 9 90 600 4 200 60 20 1 9 5 200 600 40 200 30 5 40 60 90 300 7 90 100 1 90 10 90 1 100 100 1 20 200 600 1 40 7 90 60 9 70 9 1 200 100 60 20 5 9 60 200 5 9 30 100 60 90 90 200 90 100 1 40 9 6 600 1 70 60 4 3 5 40 9 70 1 90 1 100 7 90 5 100 7 90 5 40 60 9 300 600 40 9 20 1 30 1 8 Total: 19305 = 3 x 3 x 3 x 5 x 11 x 13. 7.12.1.2.1.4 Even positioned groups of 7 from 7.12.1.2.3.3: 3 90 20 9 8 60 5 9 10 200 40 100 5 90 300 1 20 9 1 90 70 200 100 7 10 9 8 1 7 30 600 40 4 100 60 80 1 9 1 300 200 1 200 10 7 90 5 100 1 90 10 1 1 200 100 7 9 8 400 9 5 1 9 200 5 10 80 9 40 100 9 20 200 10 1 10 60 80 100 200 10 1 9 60 90 60 200 4 30 1 600 5 30 60 40 1 1 100 8 5 30 600 40 1 9 90 30 7 8 5 20 60 60 40 5 60 200 90 60 9 100 60 40 2 1 40 70 90 9 40 1 70 5 90 9 30 200 100 60 40 60 40 90 100 1 200 100 60 70 60 40 20 40 60 100 9 60 200 3 5 3 40 9 7 2 1 90 9 100 5 90 100 40 100 1 5 9 90 5 10 40 10 30 5 70 1 80 1 60 30 60 60 40 10 9 40 200 100 600 5 3 60 40 60 40 10 1 9 90 9 100 40 80 200 90 1 40 1 200 70 5 3 1 80 4 1 200 60 9 20 7 100 5 90 1 5 9 4 90 600 80 1 90 90 5 1 7 40 5 600 90 40 40 5 600 80 1 40 1 40 7 30 20 5 3 600 Total: 17545 = 5 x 11 x 11 x 29. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.2.2 Odd positioned groups of 38 from 7.12.1.2.3.4: 9 70 60 9 90 100 9 5 100 5 1 70 200 60 1 70 60 30 9 40 60 9 60 40 2 1 80 20 5 3 5 9 90 60 70 9 20 9 5 100 1 200 100 60 200 90 10 1 9 5 5 10 40 1 7 100 5 1 70 5 1 200 100 60 9 1 80 1 2 2 4 5 9 7 90 1 60 100 60 70 80 1 60 40 90 200 40 40 5 70 1 200 7 40 100 7 40 1 40 10 1 9 1 40 100 5 90 70 5 80 9 5 1 200 1 10 1 9 1 70 40 1 200 100 60 60 90 100 1 200 5 50 5 80 400 9 4 5 5 200 8 80 600 70 60 40 1 9 60 40 100 9 Total: 7909 = 11 x 719. 7.12.1.2.3 Even positioned groups of 38 from 7.12.1.2.3.4: 60 200 40 70 9 7 90 60 200 5 3 60 30 5 9 90 100 60 40 90 9 40 1 200 100 5 90 90 100 7 100 600 60 4 600 40 5 300 3 5 20 20 1 80 5 4 600 1 90 100 1 200 60 100 5 60 9 9 600 100 1 9 5 30 60 40 60 20 1 2 60 40 40 9 7 90 20 7 40 1 1 9 60 100 5 9 50 1 40 1 5 4 200 90 1 40 100 7 40 400 1 10 1 9 5 1 40 1 200 100 30 1 100 9 Total: 7865 = 5 x 11 x 11 x 13. 7.12.1.2.3.1 Odd positioned groups of 1 from 7.12.1.2.4.1: 60 1 60 60 200 200 30 5 9 60 60 90 5 5 5 5 60 90 10 10 600 1 60 200 60 60 1 70 10 600 20 60 90 9 60 1 60 600 1 100 1 70 200 90 1 200 600 20 100 9 200 60 4 40 3 100 9 60 40 200 8 5 1 1 70 90 90 9 1 1 60 90 9 5 90 1 9 1 70 80 2 100 200 40 100 70 600 20 9 7 60 200 60 90 9 300 1 100 60 90 70 70 60 200 60 5 9 40 3 80 9 100 40 1 100 400 10 10 1 70 5 90 5 50 10 40 8 10 7 10 300 100 200 1 60 5 9 1 9 60 200 40 5 90 5 1 5 1 100 20 3 1 80 5 100 40 600 10 200 1 100 200 60 40 60 10 10 9 40 9 100 40 90 200 70 5 80 90 40 200 60 80 90 40 1 9 2 20 60 7 60 7 600 600 40 70 60 7 60 80 90 9 1 9 200 60 70 100 40 30 40 20 40 20 9 1 9 100 80 60 5 5 5 7 40 100 20 90 Total: 16995 = 3 x 5 x 11 x 103. 7.12.1.2.3.1.1 Even positioned groups of 1 from 7.12.1.2.4.1: 100 40 7 10 80 1 70 100 70 9 9 3 90 10 9 3 200 600 1 60 90 70 1 100 200 40 30 5 4 90 20 9 60 90 9 70 4 40 200 600 80 60 9 10 9 100 40 200 60 90 90 200 1 5 40 1 90 40 90 40 90 100 9 40 5 7 5 1 9 10 5 60 1 9 10 80 90 9 1 1 200 60 5 60 9 100 40 5 6 100 1 100 40 1 5 90 40 60 200 5 90 80 300 100 40 1 5 100 60 5 200 60 200 80 600 1 60 10 9 20 90 100 300 1 1 5 7 1 90 5 200 60 10 30 40 50 1 200 3 40 1 100 90 8 40 40 70 9 600 5 400 9 5 200 600 9 40 1 90 40 1 100 40 100 40 40 1 5 5 90 1 60 60 7 9 9 600 1 1 100 40 9 1 30 100 1 1 20 20 80 40 80 8 5 200 60 300 100 5 9 1 30 100 1 100 9 9 60 90 60 30 60 10 1 10 8 5 7 100 40 10 70 8 1 600 7 7 1 Total: 15554 = 2 x 7 x 11 x 101. 7.12.1.2.3.1.2 Odd positioned groups of 2 from 7.12.1.2.4.1: 60 100 60 7 200 80 30 70 9 70 60 9 5 90 5 9 60 200 10 1 600 90 60 1 60 200 1 30 10 4 20 20 90 60 60 9 60 4 1 200 1 80 200 9 1 9 600 40 100 60 200 90 4 1 3 40 9 90 40 90 8 90 1 9 70 5 90 5 1 9 60 5 9 1 90 10 9 90 70 1 2 200 200 5 100 9 600 40 9 6 60 1 60 40 9 5 1 40 60 200 70 90 60 300 60 40 9 5 3 60 9 200 40 200 100 600 10 60 1 9 5 90 5 300 10 1 8 7 7 90 300 200 200 10 60 40 9 1 9 3 200 1 5 90 5 40 5 70 100 600 3 400 80 5 100 600 600 40 200 90 100 1 60 40 60 40 10 1 40 5 100 1 90 60 70 9 80 600 40 1 60 40 90 1 1 100 2 1 60 20 60 40 600 8 40 200 60 300 60 5 90 1 1 100 200 100 70 9 40 90 40 30 40 10 9 10 9 5 80 100 5 10 5 8 40 600 20 7 Total: 18062 = 2 x 11 x 821. 7.12.1.2.3.1.2.1 Even positioned groups of 2 from 7.12.1.2.4.1: 1 40 60 10 200 1 5 100 60 9 90 3 5 10 5 3 90 600 10 60 1 70 200 100 60 40 70 5 600 90 60 9 9 90 1 70 600 40 100 600 70 60 90 10 200 100 20 200 9 90 60 200 40 5 100 1 60 40 200 40 5 100 1 40 90 7 9 1 1 10 90 60 5 9 1 80 1 9 80 1 100 60 40 60 70 100 20 5 7 100 200 100 90 1 300 90 100 60 90 5 70 80 200 100 5 1 40 100 80 5 100 60 1 80 400 1 10 10 70 20 90 100 50 1 40 5 10 1 10 5 100 60 1 30 5 50 1 200 60 40 40 100 90 8 1 40 1 9 20 5 1 9 5 200 40 9 10 1 1 40 200 100 40 100 10 40 9 5 9 90 40 60 200 7 5 9 90 1 200 100 80 9 40 30 9 1 20 20 7 80 7 80 600 5 70 60 7 100 80 9 9 30 9 1 60 9 100 60 30 60 20 60 20 1 1 8 100 7 60 40 5 70 7 1 100 7 90 1 Total: 14487 = 3 x 11 x 439. 7.12.1.2.3.1.2.2 Odd positioned groups of 4 from 7.12.1.2.4.1: 60 100 1 40 200 80 200 1 9 70 60 9 5 90 5 10 60 200 90 600 600 90 1 70 60 200 60 40 10 4 600 90 90 60 9 90 60 4 600 40 1 80 70 60 1 9 200 100 100 60 9 90 4 1 40 5 9 90 60 40 8 90 5 100 70 5 90 7 1 9 1 10 9 1 5 9 9 90 1 9 2 200 100 60 100 9 70 100 9 6 7 100 60 40 90 1 1 40 100 60 70 90 70 80 60 40 5 1 3 60 80 5 40 200 1 80 10 60 10 10 5 90 90 100 10 1 40 5 7 90 10 5 200 10 1 30 9 1 1 200 200 1 40 100 5 40 1 40 100 600 20 5 80 5 5 200 600 40 10 1 100 1 200 100 60 40 10 40 40 5 9 90 90 60 200 7 80 600 90 1 60 40 80 9 1 100 9 1 60 20 7 80 600 8 600 5 60 300 7 100 90 1 9 30 200 100 60 9 40 90 30 60 40 10 20 1 9 5 100 7 5 10 5 70 40 600 100 7 Total: 17072 = 2 x 2 x 2 x 2 x 11 x 97. 7.12.1.2.3.1.2.2.1 Even positioned groups of 4 from 7.12.1.2.4.1: 60 7 60 10 30 70 5 100 60 9 90 3 5 9 5 3 10 1 10 60 60 1 200 100 1 30 70 5 20 20 60 9 60 9 1 70 1 200 100 600 200 9 90 10 600 40 20 200 200 90 60 200 3 40 100 1 40 90 200 40 1 9 1 40 90 5 9 1 60 5 90 60 90 10 1 80 70 1 80 1 200 5 40 60 600 40 20 5 60 1 200 100 9 5 300 90 60 200 90 5 60 300 200 100 9 5 40 100 9 200 100 60 100 600 400 1 1 9 70 20 5 300 50 1 8 7 10 1 300 200 100 60 60 40 5 50 9 3 60 40 5 90 90 8 5 70 1 9 3 400 1 9 100 600 40 9 200 90 1 40 60 40 40 100 10 1 9 5 100 1 40 60 70 9 5 9 40 1 200 100 90 1 40 30 2 1 20 20 60 40 7 80 40 200 70 60 60 5 80 9 1 100 9 1 70 9 100 60 40 30 20 60 9 10 1 8 80 100 60 40 5 8 7 1 20 7 90 1 Total: 15477 = 3 x 7 x 11 x 67. 7.12.1.2.3.1.2.2.1.1 Odd positioned groups of 38 from 7.12.1.2.4.1: 60 100 1 40 60 7 60 10 200 80 200 1 30 70 5 100 9 70 60 9 60 9 90 3 5 90 5 10 5 9 5 3 60 200 90 600 10 1 1 200 100 600 1 80 70 60 200 9 90 10 1 9 200 100 600 40 20 200 100 60 9 90 200 90 60 200 4 1 40 5 3 40 100 1 9 90 9 90 1 9 70 1 80 1 2 200 100 60 200 5 40 60 100 9 70 100 600 40 20 5 9 6 7 100 60 1 200 100 60 40 90 1 9 5 100 600 400 1 10 60 10 10 1 9 70 20 5 90 90 100 5 300 50 1 10 1 40 5 8 7 10 1 7 90 10 5 300 200 100 60 200 10 80 5 5 200 100 600 40 9 600 40 10 1 200 90 1 40 100 1 200 100 60 40 40 100 60 40 10 40 10 1 9 5 40 5 9 90 100 1 60 40 7 80 600 8 600 5 40 200 70 60 60 300 7 100 60 5 80 9 90 1 9 30 1 100 9 1 200 100 60 9 70 9 100 60 40 90 Total: 18128 = 2 x 2 x 2 x 2 x 11 x 103. 7.12.1.2.3.1.2.2.1.1.1 Even positioned groups of 38 from 7.12.1.2.4.1: 10 60 600 90 1 70 60 1 200 100 60 200 60 40 1 30 70 5 10 4 600 90 20 20 60 9 90 60 9 90 60 9 1 70 60 4 600 40 60 40 40 90 200 40 8 90 5 100 1 9 1 40 70 5 90 7 90 5 9 1 1 9 1 10 60 5 90 60 9 1 5 9 90 10 1 80 300 90 1 40 100 60 60 200 90 5 70 90 70 80 60 300 200 100 60 40 5 1 9 5 40 100 3 60 80 5 9 200 100 60 40 200 1 80 1 30 60 40 5 50 9 1 1 200 9 3 60 40 200 1 40 100 5 90 90 8 5 40 1 40 5 70 1 9 100 600 20 5 3 400 1 9 40 60 90 60 200 7 70 9 5 9 80 600 90 1 40 1 200 100 60 40 80 9 90 1 40 30 1 100 9 1 2 1 20 20 60 20 7 80 30 60 40 30 20 60 40 10 20 1 9 10 1 8 9 5 100 7 80 100 60 40 5 10 5 70 5 8 7 1 40 600 100 7 20 7 90 1 Total: 14421 = 3 x 11 x 19 x 23. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.2.3.1.2.2.1.1.2 Odd positioned groups of 3 from 7.12.1.2.4.2: 40 20 5 1 80 1 3 30 200 100 5 40 9 20 1 5 20 5 600 200 30 1 40 200 40 5 40 40 7 4 4 9 1 80 5 4 40 10 40 5 5 70 100 60 90 5 70 80 3 200 40 3 60 4 60 600 4 7 10 1 90 5 40 90 90 600 20 5 3 200 80 9 4 1 100 5 40 600 1 30 1 2 60 90 1 2 80 40 100 1 70 5 40 400 20 60 600 60 90 60 200 60 200 60 200 5 9 90 9 1 70 70 1 90 10 60 90 40 60 40 100 60 200 2 7 8 100 1 200 90 4 9 9 5 30 90 30 5 30 30 1 80 5 90 20 5 20 5 5 1 40 1 100 9 2 1 80 1 7 1 2 40 100 200 80 100 5 200 60 200 70 1 40 9 8 5 5 200 9 5 1 5 90 600 40 5 600 40 1 90 5 20 20 9 5 100 5 200 600 40 5 40 10 1 60 3 3 100 5 10 5 90 10 100 9 6 9 4 5 5 3 60 30 5 400 9 90 600 Total: 15598 = 2 x 11 x 709. 7.12.1.2.3.1.2.2.1.1.2.1 Even positioned groups of 3 from 7.12.1.2.4.2: 3 40 2 200 40 7 40 1 200 1 200 100 100 60 8 100 200 90 1 2 2 40 100 60 60 40 400 5 9 9 300 70 1 200 100 60 60 200 4 9 100 60 1 70 20 60 40 7 200 20 5 5 40 90 9 10 1 10 60 40 60 9 9 90 60 40 90 100 1 4 600 40 60 90 60 300 5 20 20 80 200 1 9 20 1 70 5 90 400 5 1 40 60 200 1 8 70 60 100 90 100 60 100 60 200 60 500 1 60 9 90 5 9 70 600 90 60 5 9 200 8 5 1 9 200 90 60 9 600 1 80 400 70 1 9 100 1 1 100 9 70 600 40 5 60 200 90 200 100 60 1 9 5 90 9 90 10 1 100 1 70 60 60 200 10 90 60 100 5 40 5 100 100 9 5 30 60 5 3 10 100 9 40 10 5 100 10 100 5 100 9 7 9 60 200 8 5 600 9 90 600 9 90 70 90 1 90 1 9 70 1 20 1 5 40 60 20 5 20 9 4 600 5 100 1 90 600 40 Total: 18073 = 11 x 31 x 53. 7.12.1.2.3.1.2.2.1.1.2.1.1 Odd positioned groups of 152 from 7.12.1.2.4.2: 40 20 5 3 40 2 1 80 1 200 40 7 3 30 200 40 1 200 100 5 40 1 200 100 9 20 1 100 60 8 5 20 5 100 200 90 600 200 30 1 2 2 1 40 200 40 100 60 40 5 40 60 40 400 40 7 4 5 9 9 4 9 1 300 70 1 80 5 4 200 100 60 40 10 40 60 200 4 5 5 70 9 100 60 100 60 90 1 70 20 5 70 80 60 40 7 3 200 40 200 20 5 3 60 4 5 40 90 60 600 4 9 10 1 7 10 1 10 60 40 90 5 40 60 9 9 90 90 600 90 60 40 20 5 3 90 100 1 200 80 9 4 600 40 4 1 100 60 90 60 5 40 9 5 9 2 1 90 9 90 80 1 7 10 1 100 1 2 40 1 70 60 100 200 80 60 200 10 100 5 200 90 60 100 60 200 70 5 40 5 1 40 9 100 100 9 8 5 5 5 30 60 200 9 5 5 3 10 1 5 90 100 9 40 600 40 5 10 5 100 600 40 1 10 100 5 90 5 20 100 9 7 20 9 5 9 60 200 100 5 200 8 5 600 600 40 5 9 90 600 40 10 1 9 90 70 60 3 3 90 1 90 100 5 10 1 9 70 5 90 10 1 20 1 100 9 6 5 40 60 9 4 5 20 5 20 5 3 60 9 4 600 30 5 400 5 100 1 9 90 600 90 600 40 Total: 21186 = 2 x 3 x 3 x 11 x 107. SF: 126 = 2 x 3 x 3 x 7. 7.12.1.2.3.1.2.2.1.1.2.1.2 Even positioned groups of 152 from 7.12.1.2.4.2: 600 300 5 20 1 30 1 20 80 200 2 60 90 1 9 20 1 2 80 1 70 5 40 100 1 90 400 5 70 5 40 1 40 60 400 20 60 200 1 8 600 60 90 70 60 100 60 200 60 90 100 60 200 60 200 100 60 200 5 9 90 60 500 1 9 1 70 60 9 90 70 1 90 5 9 70 10 60 90 600 90 60 40 60 40 5 9 200 100 60 200 8 5 1 2 7 8 9 200 90 100 1 200 60 9 600 90 4 9 1 80 400 9 5 30 70 1 9 90 30 5 100 1 1 30 30 1 100 9 70 80 5 90 600 40 5 20 5 20 60 200 90 5 5 1 200 100 60 40 1 100 1 Total: 12485 = 5 x 11 x 227. 7.12.1.2.3.1.2.2.1.1.2.2 Odd positioned groups of 8 from 7.12.1.4.2.1: 60 100 1 40 60 200 40 5 10 5 600 90 60 200 90 9 90 60 9 7 600 40 9 1 30 60 9 90 7 30 100 7 600 40 1 40 70 5 90 7 60 200 40 100 70 5 9 4 9 1 200 100 600 60 90 9 400 20 600 4 5 90 30 9 5 40 60 40 400 80 9 90 9 100 7 90 600 40 100 1 5 60 9 7 90 600 9 7 200 80 600 8 5 40 600 300 100 60 100 1 90 400 90 60 100 60 1 70 5 20 200 90 5 90 100 60 60 40 60 20 9 100 7 90 10 5 9 3 40 100 60 40 10 1 20 1 5 80 400 60 30 5 40 60 40 100 5 90 4 5 1 200 40 1 40 10 1 9 10 1 300 1 20 7 200 60 20 7 60 30 5 40 60 9 60 30 5 1 200 80 60 200 60 30 1 9 5 9 100 1 200 80 60 9 20 7 90 100 70 60 3 600 40 7 20 9 7 20 9 20 1 2 600 40 90 70 Total: 18106 = 2 x 11 x 823. 7.12.1.2.3.1.2.2.1.2 Even positioned groups of 8 from 7.12.1.4.2.1: 20 8 7 60 60 9 90 5 40 1 200 100 600 100 60 9 90 70 1 80 1 10 200 80 90 10 1 9 60 70 5 90 5 9 10 1 9 6 7 100 7 600 100 5 20 5 3 5 10 1 9 60 1 100 600 60 20 5 3 60 30 5 60 30 100 60 8 7 30 5 40 60 9 100 60 40 5 9 90 4 90 60 200 40 100 60 100 1 5 20 5 9 1 20 20 1 20 1 60 90 5 9 70 5 80 1 20 1 2 60 40 100 7 40 7 10 1 40 5 70 60 40 200 70 20 1 2 60 5 5 40 5 70 1 5 50 9 4 100 60 200 100 60 40 100 60 40 4 80 60 40 9 8 7 30 5 40 60 10 5 90 100 1 9 5 9 90 5 600 40 90 600 90 60 40 90 40 1 100 1 9 90 600 90 60 200 200 100 60 10 1 9 4 5 5 10 20 7 20 5 1 100 9 30 5 5 10 1 60 3 100 9 6 5 40 1 Total: 12001 = 11 x 1091. 7.12.1.2.3.1.2.2.1.2.1 Odd positioned groups of 3 from 7.12.1.4.2.2: 9 40 60 10 1 9 1 30 70 90 60 200 5 4 60 1 90 1 600 40 4 5 9 1 8 5 60 20 9 10 300 1 80 9 60 9 90 70 80 60 40 200 600 40 1 200 10 1 60 40 7 60 40 1 40 60 40 9 20 1 100 9 40 200 4 5 40 7 1 200 20 5 7 3 5 600 200 30 9 4 5 7 100 600 90 600 90 1 6 60 5 9 80 9 30 1 100 60 200 5 40 1 1 80 5 5 40 9 100 7 40 400 20 1 1 10 60 5 100 7 5 90 400 5 2 1 9 50 1 1 200 100 1 9 30 7 3 3 5 9 90 60 40 20 70 20 7 9 30 1 30 60 200 90 1 200 7 90 60 2 1 90 5 2 20 9 20 5 100 5 90 60 9 600 30 1 100 10 1 9 10 1 9 8 600 40 200 100 60 100 7 90 40 1 100 5 80 9 3 10 1 20 5 3 100 9 7 200 100 60 1 90 90 40 1 200 Total: 13805 = 5 x 11 x 251. 7.12.1.2.3.1.2.2.1.2.1.1 Even positioned groups of 3 from 7.12.1.4.2.2: 9 90 20 100 60 40 5 20 600 90 60 200 10 9 30 40 60 9 9 1 100 100 60 200 200 10 1 30 7 90 9 90 1 100 1 90 60 300 7 70 60 100 80 400 9 70 5 10 3 5 30 20 9 1 2 1 80 100 60 90 1 8 5 1 200 100 200 100 60 3 60 200 30 600 40 9 40 60 5 9 70 60 4 5 5 10 80 40 20 5 1 90 1 100 60 90 4 9 10 200 100 60 4 600 10 40 1 90 90 70 5 30 200 4 10 10 9 90 1 40 1 9 80 90 9 20 40 1 200 60 40 100 1 100 9 1 80 5 100 60 70 5 3 60 80 600 8 100 9 1 5 1 200 100 60 200 200 90 60 9 20 5 1 90 300 3 60 40 60 10 1 90 4 5 5 600 40 70 80 5 70 9 90 200 40 1 40 5 9 600 80 1 7 90 70 4 5 100 100 5 20 60 40 60 20 9 1 40 60 9 600 90 600 100 60 40 Total: 15873 = 3 x 11 x 13 x 37. 7.12.1.2.3.1.2.2.1.2.1.2 Odd positioned groups of 6 from 7.12.1.4.2.2: 9 40 60 9 90 20 1 30 70 5 20 600 5 4 60 10 9 30 600 40 4 9 1 100 8 5 60 200 10 1 300 1 80 9 90 1 90 70 80 60 300 7 600 40 1 80 400 9 60 40 7 3 5 30 40 60 40 2 1 80 100 9 40 1 8 5 40 7 1 200 100 60 7 3 5 30 600 40 9 4 5 5 9 70 90 600 90 5 10 80 5 9 80 1 90 1 100 60 200 4 9 10 1 80 5 4 600 10 100 7 40 90 70 5 1 10 60 10 10 9 5 90 400 1 9 80 9 50 1 40 1 200 1 9 30 1 100 9 5 9 90 100 60 70 70 20 7 80 600 8 30 60 200 5 1 200 7 90 60 200 90 60 5 2 20 1 90 300 100 5 90 60 10 1 30 1 100 5 600 40 10 1 9 70 9 90 200 100 60 40 5 9 40 1 100 7 90 70 3 10 1 100 5 20 100 9 7 20 9 1 1 90 90 600 90 600 Total: 15895 = 5 x 11 x 17 x 17. 7.12.1.2.3.1.2.2.1.2.1.3 Even positioned groups of 6 from 7.12.1.4.2.2: 10 1 9 100 60 40 90 60 200 90 60 200 1 90 1 40 60 9 5 9 1 100 60 200 20 9 10 30 7 90 9 60 9 100 1 90 60 40 200 70 60 100 200 10 1 70 5 10 60 40 1 20 9 1 9 20 1 100 60 90 200 4 5 1 200 100 200 20 5 3 60 200 600 200 30 9 40 60 7 100 600 60 4 5 1 6 60 40 20 5 9 30 1 100 60 90 5 40 1 200 100 60 5 40 9 40 1 90 400 20 1 30 200 4 5 100 7 90 1 40 5 2 1 90 9 20 1 200 100 60 40 100 7 3 3 1 80 5 60 40 20 5 3 60 9 30 1 100 9 1 90 1 200 100 60 200 2 1 90 9 20 5 9 20 5 3 60 40 60 9 600 90 4 5 10 1 9 70 80 5 8 600 40 200 40 1 100 7 90 600 80 1 5 80 9 4 5 100 20 5 3 60 40 60 200 100 60 40 60 9 40 1 200 100 60 40 Total: 13783 = 7 x 11 x 179. 7.12.1.2.3.1.2.2.1.2.1.3.1 Odd positioned groups of 8 from 7.12.1.4.2.2: 9 40 60 9 90 20 10 1 20 600 90 60 200 90 60 200 1 40 60 9 600 40 4 9 8 5 60 200 10 1 20 9 90 1 9 60 9 100 1 90 200 70 60 100 600 40 1 80 60 40 7 3 5 30 60 40 1 80 9 20 1 100 60 90 5 1 200 100 40 7 1 200 7 3 5 30 600 40 600 200 9 70 7 100 600 60 4 5 60 40 20 5 5 9 80 1 100 60 200 4 9 10 5 40 600 10 5 40 9 40 1 90 1 30 200 4 1 10 60 10 5 90 400 1 9 80 5 2 1 200 1 200 100 60 40 100 3 1 80 5 5 9 90 100 70 20 7 80 600 8 9 30 1 200 90 1 200 100 60 200 90 9 20 5 5 2 20 1 100 5 90 60 10 1 60 9 600 40 10 1 9 70 80 5 40 200 40 1 200 100 60 40 40 1 100 7 90 70 5 80 5 20 20 5 3 60 40 60 60 40 60 9 1 90 90 600 Total: 16207 = 19 x 853. 7.12.1.2.3.1.2.2.1.2.1.3.2 Even positioned groups of 8 from 7.12.1.4.2.2: 9 100 60 40 1 30 70 5 5 4 60 10 9 30 1 90 1 100 5 9 1 100 60 200 10 30 7 90 300 1 80 9 90 70 80 60 300 7 60 40 400 9 200 10 1 70 5 10 1 20 9 1 40 60 40 2 100 9 40 1 8 5 200 4 100 60 200 20 5 3 60 200 30 9 40 60 9 4 5 5 90 600 90 5 10 80 1 6 90 1 9 30 1 100 60 90 1 200 100 60 1 80 5 4 100 7 40 90 70 5 400 20 10 9 5 100 7 90 1 40 1 90 9 20 9 50 1 40 1 9 30 1 100 9 7 3 60 70 60 40 20 5 3 60 1 100 9 1 30 60 200 5 7 90 60 200 90 60 2 1 90 300 9 20 5 3 60 40 600 90 4 5 30 1 100 5 10 1 9 70 9 90 8 600 5 9 100 7 90 600 80 1 9 4 5 100 3 10 1 100 100 9 7 20 9 1 200 100 90 600 40 1 200 100 60 40 Total: 13471 = 19 x 709. SF: 728 = 2 x 2 x 2 x 7 x 13. SF: 26 = 2 x 13. 7.12.1.2.3.1.2.2.1.2.1.3.3 Odd positioned groups of 16 from 7.12.1.4.2.2: 9 40 60 9 90 20 10 1 9 100 60 40 1 30 70 5 1 40 60 9 600 40 4 9 1 100 5 9 1 100 60 200 90 1 9 60 9 100 1 90 90 70 80 60 300 7 60 40 60 40 7 3 5 30 60 40 1 20 9 1 40 60 40 2 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 9 70 7 100 600 60 4 5 90 600 90 5 10 80 1 6 100 60 200 4 9 10 5 40 1 200 100 60 1 80 5 4 1 30 200 4 1 10 60 10 10 9 5 100 7 90 1 40 1 200 1 200 100 60 40 100 1 9 30 1 100 9 7 3 70 20 7 80 600 8 9 30 1 100 9 1 30 60 200 5 90 9 20 5 5 2 20 1 90 300 9 20 5 3 60 40 600 40 10 1 9 70 80 5 10 1 9 70 9 90 8 600 40 1 100 7 90 70 5 80 9 4 5 100 3 10 1 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 14763 = 3 x 7 x 19 x 37. 7.12.1.2.3.1.2.2.1.2.1.3.4 Even positioned groups of 16 from 7.12.1.4.2.2: 20 600 90 60 200 90 60 200 5 4 60 10 9 30 1 90 8 5 60 200 10 1 20 9 10 30 7 90 300 1 80 9 200 70 60 100 600 40 1 80 400 9 200 10 1 70 5 10 1 80 9 20 1 100 60 90 100 9 40 1 8 5 200 4 7 3 5 30 600 40 600 200 30 9 40 60 9 4 5 5 60 40 20 5 5 9 80 1 90 1 9 30 1 100 60 90 600 10 5 40 9 40 1 90 100 7 40 90 70 5 400 20 5 90 400 1 9 80 5 2 1 90 9 20 9 50 1 40 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 1 200 90 1 200 100 60 200 7 90 60 200 90 60 2 1 100 5 90 60 10 1 60 9 600 90 4 5 30 1 100 5 40 200 40 1 200 100 60 40 5 9 100 7 90 600 80 1 5 20 20 5 3 60 40 60 100 9 7 20 9 1 200 100 Total: 14915 = 5 x 19 x 157. 7.12.1.2.3.1.2.2.1.2.1.4 Odd positioned groups of 48 from 7.12.1.4.2.2: 8 5 60 200 10 1 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 90 70 80 60 300 7 60 40 200 70 60 100 600 40 1 80 400 9 200 10 1 70 5 10 7 3 5 30 600 40 600 200 30 9 40 60 9 4 5 5 9 70 7 100 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 5 9 80 1 90 1 9 30 1 100 60 90 5 90 400 1 9 80 5 2 1 90 9 20 9 50 1 40 1 200 1 200 100 60 40 100 1 9 30 1 100 9 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 100 5 90 60 10 1 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 10 1 9 70 9 90 8 600 40 200 40 1 200 100 60 40 5 9 100 7 90 600 80 1 Total: 14388 = 2 x 2 x 3 x 11 x 109. 7.12.1.2.3.1.2.2.1.2.2 Even positioned groups of 48 from 7.12.1.4.2.2: 9 40 60 9 90 20 10 1 9 100 60 40 1 30 70 5 20 600 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 600 40 4 9 1 100 5 9 1 100 60 200 60 40 7 3 5 30 60 40 1 20 9 1 40 60 40 2 1 80 9 20 1 100 60 90 100 9 40 1 8 5 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 100 60 200 4 9 10 5 40 1 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 100 7 40 90 70 5 400 20 1 30 200 4 1 10 60 10 10 9 5 100 7 90 1 40 70 20 7 80 600 8 9 30 1 100 9 1 30 60 200 5 1 200 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 5 2 20 1 90 300 9 20 5 3 60 40 40 1 100 7 90 70 5 80 9 4 5 100 3 10 1 100 5 20 20 5 3 60 40 60 100 9 7 20 9 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 15290 = 2 x 5 x 11 x 139. 7.12.1.2.3.1.2.2.1.2.2.1 Odd positioned groups of 54 from 7.12.1.4.2.2: 9 40 60 9 90 20 10 1 9 100 60 40 1 30 70 5 20 600 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 600 40 4 9 1 100 5 9 1 100 60 200 8 5 60 200 10 1 40 60 40 2 1 80 9 20 1 100 60 90 100 9 40 1 8 5 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 7 3 5 30 600 40 600 200 30 9 40 60 9 4 5 5 9 70 100 7 40 90 70 5 400 20 1 30 200 4 1 10 60 10 10 9 5 100 7 90 1 40 5 90 400 1 9 80 5 2 1 90 9 20 9 50 1 40 1 200 1 200 100 60 40 100 1 9 30 1 100 9 5 2 20 1 90 300 9 20 5 3 60 40 100 5 90 60 10 1 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 10 1 9 70 9 90 8 600 40 200 40 1 200 100 60 40 5 9 Total: 14410 = 2 x 5 x 11 x 131. 7.12.1.2.3.1.2.2.1.2.2.2 Even positioned groups of 54 from 7.12.1.4.2.2: 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 90 70 80 60 300 7 60 40 200 70 60 100 600 40 1 80 400 9 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 7 100 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 5 9 80 1 90 1 9 30 1 100 60 90 100 60 200 4 9 10 5 40 1 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 70 20 7 80 600 8 9 30 1 100 9 1 30 60 200 5 1 200 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 100 7 90 600 80 1 40 1 100 7 90 70 5 80 9 4 5 100 3 10 1 100 5 20 20 5 3 60 40 60 100 9 7 20 9 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 15268 = 2 x 2 x 11 x 347. 7.12.1.2.3.1.2.2.1.2.2.2.1 Last half of 216 from 7.12.1.4.2.2: 100 7 40 90 70 5 400 20 1 30 200 4 1 10 60 10 10 9 5 100 7 90 1 40 5 90 400 1 9 80 5 2 1 90 9 20 9 50 1 40 1 200 1 200 100 60 40 100 1 9 30 1 100 9 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 70 20 7 80 600 8 9 30 1 100 9 1 30 60 200 5 1 200 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 5 2 20 1 90 300 9 20 5 3 60 40 100 5 90 60 10 1 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 10 1 9 70 9 90 8 600 40 200 40 1 200 100 60 40 5 9 100 7 90 600 80 1 40 1 100 7 90 70 5 80 9 4 5 100 3 10 1 100 5 20 20 5 3 60 40 60 100 9 7 20 9 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 14586 = 2 x 3 x 11 x 13 x 17. 7.12.1.2.3.1.2.2.1.2.2.2.2 First half of 216 from 7.12.1.4.2.2: 9 40 60 9 90 20 10 1 9 100 60 40 1 30 70 5 20 600 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 600 40 4 9 1 100 5 9 1 100 60 200 8 5 60 200 10 1 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 90 70 80 60 300 7 60 40 200 70 60 100 600 40 1 80 400 9 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 40 60 40 2 1 80 9 20 1 100 60 90 100 9 40 1 8 5 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 7 3 5 30 600 40 600 200 30 9 40 60 9 4 5 5 9 70 7 100 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 5 9 80 1 90 1 9 30 1 100 60 90 100 60 200 4 9 10 5 40 1 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 Total: 15092 = 2 x 2 x 7 x 7 x 7 x 11. 7.12.1.2.3.1.2.2.1.2.2.2.3 Odd positioned groups of 16 from 7.12.1.4.2.3: 60 100 1 40 60 200 40 5 20 8 7 60 60 9 90 5 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 1 9 60 70 5 90 600 40 5 9 10 1 9 6 7 100 90 9 10 1 9 60 200 10 1 70 5 10 60 40 7 3 40 1 8 5 60 30 5 40 60 40 400 80 9 90 100 60 5 60 7 3 5 30 600 40 100 1 200 80 600 8 7 100 9 30 1 100 60 90 100 60 200 4 9 10 90 60 20 1 5 90 100 60 60 40 60 20 7 40 100 7 40 90 70 5 9 80 5 2 1 90 9 20 1 200 100 60 40 100 1 9 40 100 5 90 4 5 1 200 100 60 40 4 80 60 40 9 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 90 600 90 60 40 90 5 1 40 1 100 1 9 90 600 90 70 60 4 5 5 10 100 7 90 600 80 1 40 1 100 7 7 20 9 1 10 1 9 20 1 2 600 40 90 70 60 3 Total: 14542 = 2 x 11 x 661. 7.12.1.2.3.1.2.2.1.2.2.2.4 Even positioned groups of 16 from 7.12.1.4.2.3: 10 5 9 40 60 9 90 20 60 9 90 60 9 7 90 60 5 9 1 100 60 200 8 5 60 200 10 1 100 7 90 10 60 200 40 100 70 5 9 4 7 600 90 70 80 60 300 7 5 30 60 40 1 20 9 1 9 20 1 100 60 90 100 9 9 100 7 90 600 40 100 1 9 100 60 40 5 9 90 4 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 60 90 5 9 70 5 100 60 80 1 20 1 2 60 40 100 9 3 60 40 200 70 5 100 7 90 1 40 5 90 400 1 30 1 100 9 5 50 5 80 400 60 30 5 40 60 9 4 40 1 70 20 7 80 600 8 10 5 300 1 20 7 90 1 9 20 5 3 60 40 100 5 90 60 10 1 60 30 600 40 1 9 5 9 100 1 200 80 60 200 10 1 9 70 9 90 90 70 5 80 9 4 5 100 20 5 3 60 40 60 100 9 Total: 13310 = 2 x 5 x 11 x 11 x 11. 7.12.1.2.3.1.2.2.1.2.3 Odd positioned groups of 72 from 7.12.1.4.2.3: 60 100 1 40 60 200 40 5 20 8 7 60 60 9 90 5 10 5 9 40 60 9 90 20 60 9 90 60 9 7 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 5 9 1 100 60 200 8 5 60 200 10 1 100 7 90 10 1 9 60 70 5 90 600 40 9 100 7 90 600 40 100 1 9 100 60 40 5 9 90 4 5 60 7 3 5 30 600 40 100 1 200 80 600 8 7 100 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 9 30 1 100 60 90 100 60 200 4 9 10 90 60 20 1 60 90 5 9 70 5 100 60 40 100 5 90 4 5 1 200 100 60 40 4 80 60 40 9 40 1 70 20 7 80 600 8 10 5 300 1 20 7 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 9 20 5 3 60 40 100 5 90 60 10 1 60 30 600 40 90 600 90 60 40 90 5 1 Total: 15433 = 11 x 23 x 61. 7.12.1.2.3.1.2.2.1.2.3.1 Even positioned groups of 72 from 7.12.1.4.2.3: 5 9 10 1 9 6 7 100 60 200 40 100 70 5 9 4 7 600 90 70 80 60 300 7 90 9 10 1 9 60 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 9 20 1 100 60 90 100 9 40 1 8 5 60 30 5 40 60 40 400 80 9 90 100 60 80 1 20 1 2 60 40 100 5 90 100 60 60 40 60 20 7 40 100 7 40 90 70 5 9 3 60 40 200 70 5 100 7 90 1 40 5 90 400 1 9 80 5 2 1 90 9 20 1 200 100 60 40 100 1 9 30 1 100 9 5 50 5 80 400 60 30 5 40 60 9 4 40 1 100 1 9 90 600 90 1 9 5 9 100 1 200 80 60 200 10 1 9 70 9 90 70 60 4 5 5 10 100 7 90 600 80 1 40 1 100 7 90 70 5 80 9 4 5 100 20 5 3 60 40 60 100 9 7 20 9 1 10 1 9 20 1 2 600 40 90 70 60 3 Total: 12419 = 11 x 1129. 7.12.1.2.3.1.2.2.1.2.3.1.1 Odd positioned groups of 9 from 7.12.1.4.2.4: 10 1 9 100 60 40 1 30 70 40 1 200 100 600 100 600 40 9 30 60 9 90 7 30 600 40 4 20 9 10 30 7 90 300 1 80 60 40 200 70 60 100 600 40 1 9 1 200 100 600 60 1 100 600 20 5 3 60 30 5 40 60 40 200 4 5 1 200 100 40 7 1 600 200 30 9 40 60 9 4 5 90 60 200 40 100 60 5 40 600 100 60 100 1 90 400 5 9 80 5 40 1 200 100 60 1 80 5 400 20 1 30 200 4 1 10 60 9 100 7 90 10 5 20 1 2 5 5 40 5 70 1 9 50 1 7 3 3 1 80 5 5 9 90 9 30 1 100 9 1 30 60 200 8 7 30 5 40 60 200 60 20 60 30 5 40 60 9 5 2 20 60 9 600 90 4 5 30 1 100 8 600 40 200 40 1 200 100 60 60 9 20 7 90 100 20 7 20 1 100 9 30 5 5 3 10 1 200 100 60 40 60 9 1 90 90 Total: 16335 = 3 x 3 x 3 x 5 x 11 x 11. 7.12.1.2.3.1.2.2.1.2.3.1.2 Even positioned groups of 9 from 7.12.1.4.2.4: 5 20 600 600 90 60 200 90 9 1 90 70 1 80 1 10 200 80 9 1 100 1 40 70 5 90 7 9 90 1 9 60 9 100 1 90 80 400 9 100 5 20 5 3 5 60 400 20 600 4 5 90 30 9 2 1 80 8 7 30 5 40 60 200 100 60 200 20 5 3 60 200 5 9 70 9 7 90 600 9 7 300 5 20 5 9 1 20 20 1 1 90 1 1 70 5 20 200 90 4 600 10 5 40 9 40 1 90 10 10 9 7 10 1 40 5 70 60 40 100 60 40 10 1 20 1 40 1 200 100 60 200 100 60 40 100 60 70 60 40 20 5 3 60 5 1 200 40 10 1 9 10 1 7 90 100 1 9 5 9 90 5 1 90 300 200 80 60 200 60 30 5 600 40 10 1 9 70 80 5 40 5 9 200 100 60 10 1 9 5 3 600 40 7 20 9 7 20 100 5 20 100 9 6 5 40 1 600 90 600 40 1 200 100 60 40 Total: 15598 = 2 x 11 x 709. 7.12.1.2.3.1.2.2.1.2.3.1.3 Odd positioned groups of 48 from 7.12.1.4.2.4: 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 60 40 200 70 60 100 600 40 1 80 400 9 100 5 20 5 3 5 9 1 200 100 600 60 600 200 30 9 40 60 9 4 5 5 9 70 9 7 90 600 9 7 90 60 200 40 100 60 5 40 600 300 5 20 5 9 1 20 20 1 100 60 100 1 90 400 5 9 80 1 90 1 20 1 2 60 40 100 60 40 10 1 20 1 5 5 40 5 70 1 9 50 1 40 1 200 100 60 200 100 60 40 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 8 600 40 200 40 1 200 100 60 40 5 9 200 100 60 10 1 9 60 9 20 7 90 100 Total: 14454 = 2 x 3 x 3 x 11 x 73. 7.12.1.2.3.1.2.2.1.2.3.1.4 Even positioned groups of 48 from 7.12.1.4.2.4: 10 1 9 100 60 40 1 30 70 5 20 600 600 90 60 200 90 9 40 1 200 100 600 100 600 40 9 1 90 70 1 80 1 10 200 80 30 60 9 90 7 30 600 40 4 9 1 100 1 100 600 60 400 20 600 4 5 90 30 9 20 5 3 60 30 5 40 60 40 2 1 80 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 1 70 5 20 200 90 5 40 1 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 400 20 1 30 200 4 1 10 60 10 10 9 7 10 1 40 5 70 9 100 7 90 10 5 9 30 1 100 9 1 30 60 200 5 1 200 40 10 1 9 10 1 8 7 30 5 40 60 200 60 20 7 90 100 1 9 5 9 90 5 60 30 5 40 60 9 5 2 20 1 90 300 20 7 20 5 3 600 40 7 20 9 7 20 1 100 9 30 5 5 3 10 1 100 5 20 100 9 6 5 40 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 17479 = 7 x 11 x 227. SF: 245 = 5 x 7 x 7. 7.12.1.2.3.1.2.2.1.2.3.2 Odd positioned groups of 54 from 7.12.1.4.2.4: 10 1 9 100 60 40 1 30 70 5 20 600 600 90 60 200 90 9 40 1 200 100 600 100 600 40 9 1 90 70 1 80 1 10 200 80 30 60 9 90 7 30 600 40 4 9 1 100 1 40 70 5 90 7 20 5 3 60 30 5 40 60 40 2 1 80 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 600 200 30 9 40 60 9 4 5 5 9 70 9 7 90 600 9 7 400 20 1 30 200 4 1 10 60 10 10 9 7 10 1 40 5 70 9 100 7 90 10 5 20 1 2 60 40 100 60 40 10 1 20 1 5 5 40 5 70 1 9 50 1 40 1 200 100 60 200 100 60 40 60 30 5 40 60 9 5 2 20 1 90 300 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 8 600 40 200 40 1 200 100 60 40 5 9 200 100 60 10 1 9 Total: 16181 = 11 x 1471. SF: 1482 = 2 x 3 x 13 x 19. 7.12.1.2.3.1.2.2.1.2.4 Even positioned groups of 54 from 7.12.1.4.2.4: 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 60 40 200 70 60 100 600 40 1 80 400 9 100 5 20 5 3 5 9 1 200 100 600 60 1 100 600 60 400 20 600 4 5 90 30 9 90 60 200 40 100 60 5 40 600 300 5 20 5 9 1 20 20 1 100 60 100 1 90 400 5 9 80 1 90 1 1 70 5 20 200 90 5 40 1 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 9 30 1 100 9 1 30 60 200 5 1 200 40 10 1 9 10 1 8 7 30 5 40 60 200 60 20 7 90 100 1 9 5 9 90 5 60 9 20 7 90 100 20 7 20 5 3 600 40 7 20 9 7 20 1 100 9 30 5 5 3 10 1 100 5 20 100 9 6 5 40 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 15752 = 2 x 2 x 2 x 11 x 179. SF: 196 = 2 x 2 x 7 x 7. 7.12.1.2.3.1.2.2.1.2.4.1 Odd positioned groups of 48 from 7.12.1.4.2.5: 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 100 5 20 5 3 5 9 1 200 100 600 60 90 9 10 1 9 60 200 10 1 70 5 10 9 7 90 600 9 7 90 60 200 40 100 60 100 1 200 80 600 8 7 100 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 90 60 20 1 60 90 5 9 70 5 100 60 5 90 400 1 9 80 5 2 1 90 9 20 5 50 5 80 400 60 30 5 40 60 9 4 100 60 200 100 60 40 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 200 100 60 10 1 9 60 9 20 7 90 100 70 60 4 5 5 10 100 7 90 600 80 1 Total: 14014 = 2 x 7 x 7 x 11 x 13. 7.12.1.2.3.1.2.2.1.2.4.2 Even positioned groups of 48 from 7.12.1.4.2.5: 600 90 60 200 90 9 40 1 200 100 600 100 60 9 90 60 9 7 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 100 7 90 10 1 9 60 70 5 90 600 40 60 40 7 3 5 30 60 40 1 20 9 1 60 30 5 40 60 40 400 80 9 90 100 60 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 1 70 5 20 200 90 5 40 1 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 7 10 1 40 5 70 9 100 7 90 10 5 9 3 60 40 200 70 5 100 7 90 1 40 40 10 1 9 10 1 8 7 30 5 40 60 10 5 300 1 20 7 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 60 30 600 40 90 600 90 60 40 90 5 1 40 1 100 7 90 70 5 80 9 4 5 100 10 1 9 20 1 2 600 40 90 70 60 3 100 9 6 5 40 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 17402 = 2 x 7 x 11 x 113. SF: 133 = 7 x 19. SF: 26 = 2 x 13. 7.12.1.2.3.1.2.2.1.2.4.3 Odd positioned groups of 144 from 7.12.1.4.2.5: 600 90 60 200 90 9 40 1 200 100 600 100 60 9 90 60 9 7 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 100 7 90 10 1 9 60 70 5 90 600 40 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 100 5 20 5 3 5 9 1 200 100 600 60 90 9 10 1 9 60 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 60 30 5 40 60 40 400 80 9 90 100 60 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 40 10 1 9 10 1 8 7 30 5 40 60 10 5 300 1 20 7 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 60 30 600 40 90 600 90 60 40 90 5 1 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 200 100 60 10 1 9 60 9 20 7 90 100 70 60 4 5 5 10 100 7 90 600 80 1 40 1 100 7 90 70 5 80 9 4 5 100 10 1 9 20 1 2 600 40 90 70 60 3 100 9 6 5 40 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 21505 = 5 x 11 x 17 x 23. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.2.3.1.2.2.1.2.4.4 Even positioned groups of 144 from 7.12.1.4.2.5: 9 7 90 600 9 7 90 60 200 40 100 60 100 1 200 80 600 8 7 100 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 90 60 20 1 60 90 5 9 70 5 100 60 1 70 5 20 200 90 5 40 1 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 7 10 1 40 5 70 9 100 7 90 10 5 9 3 60 40 200 70 5 100 7 90 1 40 5 90 400 1 9 80 5 2 1 90 9 20 5 50 5 80 400 60 30 5 40 60 9 4 100 60 200 100 60 40 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 Total: 9911 = 11 x 17 x 53. 7.12.1.2.3.1.2.2.1.2.4.5 Odd positioned groups of 1 from 7.12.1.4.2.6: 60 1 60 40 20 7 60 90 10 9 60 90 10 9 60 1 70 20 600 9 90 1 1 200 30 9 7 600 4 1 5 1 60 8 60 10 5 10 9 7 60 40 70 9 7 90 80 300 60 200 60 600 1 400 1 600 400 600 5 30 20 3 30 40 40 1 9 1 60 100 40 8 9 7 600 100 9 60 5 90 5 7 5 600 600 30 40 9 5 9 5 600 5 5 1 20 100 100 90 5 80 90 9 1 60 100 200 9 80 20 2 40 5 100 60 60 7 100 40 70 400 1 200 1 60 10 20 2 40 60 10 20 5 40 70 9 1 1 1 100 40 1 30 100 40 5 4 1 100 40 80 40 40 70 7 600 9 1 9 30 200 1 200 20 90 1 5 90 60 5 60 5 20 90 9 5 60 100 90 10 40 100 9 600 1 5 100 200 60 10 9 9 8 40 40 200 60 5 20 20 3 40 20 7 1 9 5 3 1 5 20 3 40 100 7 9 Total: 15851 = 11 x 11 x 131. 7.12.1.2.3.1.2.2.1.2.4.6 Even positioned groups of 1 from 7.12.1.4.2.6: 100 40 200 5 8 60 9 5 5 40 9 20 1 100 40 30 5 600 40 1 70 80 10 80 60 90 30 40 9 100 9 100 200 5 200 1 9 1 6 100 200 100 5 4 600 70 60 7 40 70 100 40 80 9 100 60 20 4 90 9 5 60 5 60 2 80 20 100 90 9 1 5 100 90 40 1 100 40 9 4 60 3 30 40 200 9 60 4 5 70 40 300 20 9 20 1 60 1 400 9 1 1 30 100 90 60 4 10 1 1 60 100 90 60 40 20 40 7 90 5 20 30 4 10 10 9 1 60 100 40 1 1 5 5 1 50 40 200 200 60 100 9 1 9 100 90 5 200 60 4 60 9 1 20 80 8 30 100 1 60 5 200 60 7 100 9 9 5 30 40 9 2 1 300 20 3 40 5 60 1 1 1 90 90 9 9 1 80 200 1 70 90 600 200 1 100 40 9 7 5 600 7 9 20 100 30 5 10 100 20 5 60 60 9 20 1 Total: 12518 = 2 x 11 x 569. 7.12.1.2.3.1.2.2.1.2.4.6.1 Odd positioned groups of 2 from 7.12.1.4.2.6: 60 100 60 200 20 8 60 9 10 5 60 9 10 1 60 40 70 5 600 40 90 70 1 10 30 60 7 30 4 9 5 9 60 200 60 200 5 9 9 6 60 200 70 5 7 600 80 60 60 40 60 100 1 80 1 100 400 20 5 90 20 5 30 5 40 2 9 20 60 90 40 1 9 100 600 40 9 100 5 9 5 60 5 30 600 200 40 60 5 5 5 40 5 20 1 20 100 60 90 400 80 1 9 30 60 90 200 4 80 1 2 60 5 90 60 40 7 40 40 90 400 20 200 4 60 10 20 1 40 100 10 1 5 5 70 1 1 40 1 200 40 100 30 1 40 100 4 5 100 60 80 60 40 1 7 80 9 30 9 1 200 5 200 60 90 100 5 9 60 30 60 9 20 1 9 20 60 40 90 60 40 1 9 90 1 9 100 1 60 200 9 70 8 600 40 1 60 40 20 7 3 600 20 9 1 100 5 5 1 100 20 5 40 60 7 20 Total: 13750 = 2 x 5 x 5 x 5 x 5 x 11. 7.12.1.2.3.1.2.2.1.2.4.6.2 Even positioned groups of 2 from 7.12.1.4.2.6: 1 40 40 5 7 60 90 5 9 40 90 20 9 100 1 30 20 600 9 1 1 80 200 80 9 90 600 40 1 100 1 100 8 5 10 1 10 1 7 100 40 100 9 4 90 70 300 7 200 70 600 40 400 9 600 60 600 4 30 9 3 60 40 60 1 80 1 100 100 9 8 5 7 90 100 1 60 40 90 4 7 3 600 40 30 9 9 4 9 70 600 300 5 9 20 1 100 1 5 9 90 1 1 100 100 60 9 10 20 1 40 100 100 60 60 20 100 7 70 5 1 30 1 10 10 9 2 60 60 40 20 1 40 5 9 50 1 200 100 60 1 9 100 9 5 90 1 200 40 4 40 9 70 20 600 8 1 100 30 60 1 200 20 7 1 9 90 5 5 40 5 2 90 300 5 3 100 5 10 1 100 1 600 90 5 9 200 80 10 1 9 90 40 200 200 100 5 9 20 5 40 7 7 20 9 30 3 10 5 20 3 60 100 9 9 1 Total: 14619 = 3 x 11 x 443. 7.12.1.2.3.1.2.2.1.2.4.6.3 Odd positioned groups of 6 from 7.12.1.4.2.6: 60 100 1 40 60 200 60 9 90 5 10 5 10 1 9 100 60 40 600 40 9 1 90 70 30 60 9 90 7 30 5 9 1 100 60 200 5 9 10 1 9 6 70 5 9 4 7 600 60 40 200 70 60 100 1 100 600 60 400 20 20 5 3 60 30 5 9 20 1 100 60 90 9 100 7 90 600 40 5 9 90 4 5 60 600 200 30 9 40 60 5 40 600 300 5 20 100 60 100 1 90 400 9 30 1 100 60 90 80 1 20 1 2 60 60 40 60 20 7 40 400 20 1 30 200 4 20 1 2 60 40 100 5 5 40 5 70 1 1 200 100 60 40 100 40 100 5 90 4 5 80 60 40 9 40 1 9 30 1 100 9 1 200 60 20 7 90 100 60 30 5 40 60 9 9 20 5 3 60 40 40 1 100 1 9 90 100 1 200 80 60 200 8 600 40 200 40 1 20 7 20 5 3 600 1 100 9 30 5 5 20 5 3 60 40 60 Total: 15191 = 11 x 1381. 7.12.1.2.3.1.2.2.1.2.4.6.4 Even positioned groups of 6 from 7.12.1.4.2.6: 40 5 20 8 7 60 9 40 60 9 90 20 1 30 70 5 20 600 1 80 1 10 200 80 600 40 4 9 1 100 8 5 60 200 10 1 7 100 60 200 40 100 90 70 80 60 300 7 600 40 1 80 400 9 600 4 5 90 30 9 40 60 40 2 1 80 100 9 40 1 8 5 100 1 9 100 60 40 7 3 5 30 600 40 9 4 5 5 9 70 5 9 1 20 20 1 5 9 80 1 90 1 100 60 200 4 9 10 40 100 5 90 100 60 100 7 40 90 70 5 1 10 60 10 10 9 60 40 10 1 20 1 9 50 1 40 1 200 1 9 30 1 100 9 1 200 100 60 40 4 70 20 7 80 600 8 30 60 200 5 1 200 1 9 5 9 90 5 5 2 20 1 90 300 100 5 90 60 10 1 600 90 1 9 5 9 10 1 9 70 9 90 200 100 60 40 5 9 40 7 20 9 7 20 3 10 1 100 5 20 100 9 7 20 9 1 Total: 13178 = 2 x 11 x 599. 7.12.1.2.3.1.2.2.1.3 Odd positioned groups of 8 from 7.12.1.4.2.6: 60 100 1 40 60 200 40 5 10 5 9 40 60 9 90 20 70 5 20 600 600 40 9 1 30 60 9 90 7 30 600 40 60 200 8 5 60 200 10 1 60 200 40 100 70 5 9 4 60 40 200 70 60 100 600 40 400 20 600 4 5 90 30 9 40 2 1 80 9 20 1 100 9 100 7 90 600 40 100 1 5 60 7 3 5 30 600 40 5 5 9 70 5 40 600 300 100 60 100 1 90 400 5 9 60 90 100 60 200 4 9 10 5 90 100 60 60 40 60 20 400 20 1 30 200 4 1 10 40 100 60 40 10 1 20 1 1 40 1 200 1 200 100 60 40 100 5 90 4 5 1 200 40 1 70 20 7 80 600 8 200 5 1 200 200 60 20 7 60 30 5 40 60 9 5 2 60 40 100 5 90 60 10 1 1 9 5 9 100 1 200 80 8 600 40 200 40 1 200 100 3 600 40 7 20 9 7 20 1 100 5 20 20 5 3 60 Total: 17633 = 7 x 11 x 229. SF: 247 = 13 x 19. 7.12.1.2.3.1.2.2.1.3.1 Even positioned groups of 8 from 7.12.1.4.2.6: 20 8 7 60 60 9 90 5 10 1 9 100 60 40 1 30 90 70 1 80 1 10 200 80 4 9 1 100 5 9 1 100 5 9 10 1 9 6 7 100 7 600 90 70 80 60 300 7 1 80 400 9 1 100 600 60 20 5 3 60 30 5 40 60 60 90 100 9 40 1 8 5 9 100 60 40 5 9 90 4 600 200 30 9 40 60 9 4 5 20 5 9 1 20 20 1 80 1 90 1 9 30 1 100 80 1 20 1 2 60 40 100 7 40 100 7 40 90 70 5 60 10 10 9 20 1 2 60 5 5 40 5 70 1 9 50 40 100 1 9 30 1 100 9 100 60 40 4 80 60 40 9 9 30 1 100 9 1 30 60 90 100 1 9 5 9 90 5 20 1 90 300 9 20 5 3 40 1 100 1 9 90 600 90 60 200 10 1 9 70 9 90 60 40 5 9 20 7 20 5 1 100 9 30 5 5 3 10 40 60 100 9 7 20 9 1 Total: 10736 = 2 x 2 x 2 x 2 x 11 x 61. 7.12.1.2.3.1.2.2.1.3.2 Odd positioned groups of 48 from 7.12.1.4.2.7: 5 9 10 1 9 6 7 100 60 200 40 100 70 5 9 4 7 600 90 70 80 60 300 7 60 40 200 70 60 100 600 40 1 80 400 9 100 5 20 5 3 5 9 1 200 100 600 60 100 1 200 80 600 8 7 100 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 5 40 600 300 5 20 5 9 1 20 20 1 100 60 100 1 90 400 5 9 80 1 90 1 1 200 100 60 40 100 1 9 30 1 100 9 5 50 5 80 400 60 30 5 40 60 9 4 100 60 200 100 60 40 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 40 1 100 1 9 90 600 90 1 9 5 9 100 1 200 80 60 200 10 1 9 70 9 90 8 600 40 200 40 1 200 100 60 40 5 9 200 100 60 10 1 9 60 9 20 7 90 100 Total: 15686 = 2 x 11 x 23 x 31. 7.12.1.2.3.1.2.2.1.4 Even positioned groups of 48 from 7.12.1.4.2.7: 60 9 90 60 9 7 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 600 40 9 1 90 70 1 80 1 10 200 80 30 60 9 90 7 30 600 40 4 9 1 100 9 20 1 100 60 90 100 9 40 1 8 5 60 30 5 40 60 40 400 80 9 90 100 60 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 80 1 20 1 2 60 40 100 5 90 100 60 60 40 60 20 7 40 100 7 40 90 70 5 400 20 1 30 200 4 1 10 60 10 10 9 7 10 1 40 5 70 9 100 7 90 10 5 10 5 300 1 20 7 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 200 60 20 7 90 100 1 9 5 9 90 5 60 30 5 40 60 9 5 2 20 1 90 300 20 5 3 60 40 60 100 9 7 20 9 1 10 1 9 20 1 2 600 40 90 70 60 3 100 9 6 5 40 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 15224 = 2 x 2 x 2 x 11 x 173. 7.12.1.2.3.1.2.2.1.4.1 Odd positioned groups of 12 from 7.12.1.4.2.9: 60 100 1 40 60 200 40 5 20 8 7 60 10 1 9 100 60 40 1 30 70 5 20 600 60 9 90 60 9 7 90 60 200 90 60 200 600 40 9 1 90 70 1 80 1 10 200 80 5 9 1 100 60 200 8 5 60 200 10 1 1 40 70 5 90 7 20 9 10 30 7 90 5 9 10 1 9 6 7 100 60 200 40 100 60 40 200 70 60 100 600 40 1 80 400 9 90 9 10 1 9 60 200 10 1 70 5 10 80 1 20 1 2 60 40 100 5 90 100 60 400 20 1 30 200 4 1 10 60 10 10 9 9 3 60 40 200 70 5 100 7 90 1 40 20 1 2 60 40 100 60 40 10 1 20 1 1 200 100 60 40 100 1 9 30 1 100 9 100 60 200 100 60 40 7 3 3 1 80 5 40 100 5 90 4 5 1 200 100 60 40 4 9 30 1 100 9 1 30 60 200 5 1 200 10 5 300 1 20 7 90 1 200 100 60 200 Total: 13277 = 11 x 17 x 71. 7.12.1.2.3.1.2.2.1.4.2 Even positioned groups of 12 from 7.12.1.4.2.9: 60 9 90 5 10 5 9 40 60 9 90 20 600 90 60 200 90 9 40 1 200 100 600 100 5 4 60 10 9 30 1 90 1 40 60 9 30 60 9 90 7 30 600 40 4 9 1 100 100 7 90 10 1 9 60 70 5 90 600 40 300 1 80 9 90 1 9 60 9 100 1 90 70 5 9 4 7 600 90 70 80 60 300 7 100 5 20 5 3 5 9 1 200 100 600 60 60 40 7 3 5 30 60 40 1 20 9 1 60 40 60 20 7 40 100 7 40 90 70 5 7 10 1 40 5 70 9 100 7 90 10 5 5 90 400 1 9 80 5 2 1 90 9 20 5 5 40 5 70 1 9 50 1 40 1 200 5 50 5 80 400 60 30 5 40 60 9 4 5 9 90 100 60 70 60 40 20 5 3 60 80 60 40 9 40 1 70 20 7 80 600 8 40 10 1 9 10 1 8 7 30 5 40 60 7 90 60 200 90 60 2 1 90 9 20 5 Total: 13486 = 2 x 11 x 613. 7.12.1.2.3.1.2.2.1.4.3 Odd positioned groups of 2 from 7.12.1.4.2.10: 1 100 400 20 5 90 20 5 30 5 40 2 9 20 60 90 40 1 60 30 60 40 9 90 8 7 40 60 5 1 40 7 100 60 5 3 9 100 600 40 9 100 5 9 5 60 5 30 600 200 40 60 5 5 9 7 9 7 200 40 100 1 600 8 600 60 90 600 10 80 60 40 5 40 5 20 1 20 100 60 90 400 80 1 9 30 60 90 200 4 90 60 60 90 70 5 1 70 200 90 1 200 1 80 600 10 9 40 200 60 90 100 5 9 60 30 60 9 20 1 9 20 60 40 90 60 60 30 90 600 40 90 200 80 60 30 600 90 30 1 600 40 9 70 40 1 9 90 1 9 100 1 60 200 9 70 8 600 40 1 60 40 200 100 1 9 20 7 70 60 5 10 90 600 40 1 90 70 9 4 20 7 3 600 20 9 1 100 5 5 1 100 20 5 40 60 7 20 10 1 1 2 90 70 100 9 40 1 60 40 1 90 90 600 200 100 Total: 17754 = 2 x 3 x 11 x 269. 7.12.1.2.3.1.2.2.1.4.4 Even positioned groups of 2 from 7.12.1.4.2.10: 600 60 600 4 30 9 3 60 40 60 1 80 1 100 100 9 8 5 5 40 400 80 100 60 30 5 200 4 200 100 1 200 200 20 60 200 7 90 100 1 60 40 90 4 7 3 600 40 30 9 9 4 9 70 90 600 90 60 100 60 200 80 7 100 4 5 90 5 1 6 20 5 600 300 5 9 20 1 100 1 5 9 90 1 1 100 100 60 9 10 20 1 5 9 100 60 5 20 5 40 100 60 5 4 5 40 1 90 20 7 1 9 90 5 5 40 5 2 90 300 5 3 100 5 10 1 600 40 90 60 5 1 60 200 60 9 4 5 100 5 10 1 80 5 100 1 600 90 5 9 200 80 10 1 9 90 40 200 200 100 5 9 60 10 60 9 90 100 4 5 100 7 80 1 100 7 5 80 5 100 20 5 40 7 7 20 9 30 3 10 5 20 3 60 100 9 9 1 9 20 600 40 60 3 6 5 200 100 60 9 90 600 40 1 60 40 Total: 15268 = 2 x 2 x 11 x 347. 7.12.1.2.3.1.2.2.2 Odd positioned groups of 3 from 7.12.1.4.2.10: 1 100 600 600 4 5 20 5 3 40 60 40 9 20 1 100 9 40 60 30 5 400 80 9 8 7 30 200 4 5 40 7 1 200 20 5 9 100 7 100 1 9 5 9 90 7 3 5 600 200 30 9 4 5 9 7 90 90 60 200 100 1 200 7 100 600 90 600 90 1 6 60 5 40 600 5 9 1 100 60 100 5 9 80 9 30 1 100 60 200 90 60 20 5 9 70 1 70 5 5 40 1 1 80 5 5 40 9 200 60 20 1 9 5 60 30 5 5 2 20 9 20 5 100 5 90 60 30 600 90 60 40 200 80 60 60 9 600 30 1 100 10 1 9 40 1 100 600 90 1 100 1 200 10 1 9 8 600 40 200 100 60 200 100 60 60 9 20 70 60 4 100 7 90 40 1 100 5 80 9 20 7 20 40 7 20 1 100 9 3 10 1 20 5 3 100 9 7 10 1 9 600 40 90 100 9 6 200 100 60 1 90 90 40 1 200 Total: 16093 = 7 x 11 x 11 x 19. 7.12.1.2.3.1.2.2.2.1 Even positioned groups of 3 from 7.12.1.4.2.10: 60 400 20 90 30 9 60 30 5 2 1 80 100 60 90 1 8 5 40 60 40 90 100 60 5 40 60 1 200 100 200 100 60 3 60 200 90 600 40 100 60 40 4 5 60 30 600 40 9 40 60 5 9 70 600 9 7 40 100 60 80 600 8 60 4 5 5 10 80 40 20 5 300 5 20 20 20 1 1 90 400 1 90 1 100 60 90 4 9 10 1 60 90 5 100 60 20 200 90 200 100 60 4 600 10 40 1 90 7 90 100 9 90 5 40 60 9 1 90 300 3 60 40 60 10 1 40 90 600 90 5 1 200 60 30 90 4 5 5 600 40 70 80 5 1 9 90 9 5 9 80 60 200 70 9 90 200 40 1 40 5 9 10 1 9 7 90 100 5 5 10 600 80 1 7 90 70 4 5 100 5 3 600 9 7 20 30 5 5 100 5 20 60 40 60 20 9 1 20 1 2 70 60 3 5 40 1 40 60 9 600 90 600 100 60 40 Total: 16929 = 3 x 3 x 3 x 3 x 11 x 19. SF: 42 = 2 x 3 x 7. 7.12.1.2.3.1.2.2.2.1.1 Odd positioned groups of 3 from 7.12.1.5.2.2: 100 5 9 100 200 100 9 60 9 70 20 5 100 90 3 5 5 9 60 60 300 1 1 9 5 1 80 60 40 8 5 9 5 1 600 40 5 90 1 60 9 90 2 60 200 60 1 100 80 6 5 600 5 30 5 5 70 40 200 100 1 7 90 100 100 60 1 20 5 40 20 60 5 1 70 5 600 40 40 60 200 60 90 9 5 9 4 8 40 4 1 200 4 200 60 100 60 1 9 100 7 30 40 7 90 9 200 7 90 5 70 5 70 5 70 40 8 9 40 5 40 40 1 1 200 100 90 1 20 200 5 40 3 100 60 40 60 30 7 60 40 60 7 70 90 60 40 60 100 60 90 5 2 200 40 600 5 40 7 60 90 200 90 200 30 90 1 20 40 60 9 8 1 2 80 1 100 60 90 5 10 600 40 200 80 200 1 60 200 90 6 60 100 90 1 90 60 200 400 30 60 10 100 600 60 90 5 50 70 5 9 9 5 Total: 14806 = 2 x 11 x 673. SF: 686 = 2 x 7 x 7 x 7. 7.12.1.2.3.1.2.2.2.1.1.1 Even positioned groups of 3 from 7.12.1.5.2.2: 40 5 80 5 3 200 100 60 60 100 600 80 60 9 600 1 90 10 9 60 100 90 7 9 200 10 90 100 7 100 20 9 1 70 1 90 1 9 9 60 300 100 60 40 90 9 1 20 80 9 70 3 5 9 90 30 8 20 5 5 100 9 100 40 7 60 5 40 90 3 60 5 9 100 4 7 3 70 60 40 1 600 9 100 60 4 40 90 600 600 5 9 20 70 5 60 100 60 90 5 100 200 1 70 1 5 40 200 40 9 9 20 7 100 10 10 9 7 10 1 5 100 90 5 200 4 60 40 9 40 1 4 1 200 7 30 5 200 200 90 80 100 60 90 60 40 9 80 60 100 30 60 9 9 5 1 1 20 3 9 20 9 200 60 9 5 2 60 100 1 40 40 90 200 90 4 1 30 1 3 600 90 90 100 5 1 200 40 3 7 90 200 70 60 5 5 80 5 9 20 1 30 5 5 20 9 9 10 1 60 200 100 20 Total: 13530 = 2 x 3 x 5 x 11 x 41. 7.12.1.2.3.1.2.2.2.1.1.2 Odd positioned groups of 57 from 7.12.1.5.3.1: 1 9 70 2 200 100 40 60 200 5 3 5 100 600 60 60 90 1 10 1 100 80 100 200 7 1 200 80 60 90 1 6 5 60 40 7 60 40 1 600 8 5 3 5 30 600 4 5 60 40 60 5 20 60 40 5 70 400 20 60 40 1 1 1 40 100 5 9 7 40 1 70 4 5 60 30 600 40 5 100 5 100 600 40 1 70 60 1 80 1 40 20 5 9 60 200 9 7 90 90 60 200 60 40 20 200 90 9 7 100 600 7 3 5 60 200 10 20 7 70 1 200 100 9 5 30 90 1 40 20 60 40 10 20 7 5 40 200 60 200 70 7 100 60 100 9 1 5 1 200 90 30 60 200 5 2 40 10 20 7 80 60 200 100 60 1 40 600 10 5 300 Total: 12881 = 11 x 1171. 7.12.1.2.3.1.2.2.2.1.2 Even positioned groups of 57 from 7.12.1.5.3.1: 30 60 40 200 40 7 40 600 40 1 200 100 100 60 90 1 8 5 1 2 2 9 7 90 100 60 40 5 9 3 100 9 4 200 100 60 8 7 30 200 4 5 1 70 5 9 20 5 200 20 5 90 1 30 40 90 60 300 1 20 9 50 1 100 600 5 200 90 1 9 5 40 90 1 40 10 1 9 3 1 3 200 100 60 80 400 60 60 9 4 40 1 9 40 60 30 90 9 30 40 9 40 7 100 60 8 60 40 5 9 90 60 40 20 90 1 200 5 3 80 5 40 7 2 1 90 200 90 100 60 200 4 9 90 200 100 600 4 40 10 1 90 5 50 40 200 30 40 60 9 1 90 300 90 100 1 300 1 20 200 100 600 200 600 40 40 1 60 90 60 9 Total: 12441 = 3 x 11 x 13 x 29. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.2.3.1.2.2.2.2 Odd positioned groups of 45 from 7.12.1.5.5.1: 1 80 8 1 300 200 8 5 60 8 7 90 5 100 1 70 60 200 90 1 200 60 40 100 60 200 100 1 40 70 5 90 7 5 9 1 5 90 60 80 5 9 90 10 1 1 70 5 70 80 60 200 20 5 7 4 5 40 90 60 200 90 9 40 1 1 60 40 4 5 9 7 5 9 90 4 5 60 5 9 70 5 100 5 4 200 60 1 70 60 5 90 1 80 9 5 1 10 60 10 1 9 70 20 5 600 40 5 70 5 8 200 10 1 9 10 1 9 3 60 40 200 70 100 5 90 40 5 70 200 100 600 20 5 3 5 3 80 40 60 200 2 1 90 600 40 9 60 200 4 40 1 200 100 600 4 9 5 9 90 5 50 60 30 5 40 60 9 7 30 60 90 100 1 1 90 1 200 100 600 10 5 9 40 1 10 100 9 7 40 5 9 60 200 100 50 1 200 100 600 40 100 5 60 50 60 200 100 9 6 5 40 1 4 5 20 9 4 600 80 400 5 100 1 9 Total: 14993 = 11 x 29 x 47. 7.12.1.2.3.1.2.2.2.2.1 Even positioned groups of 45 from 7.12.1.5.5.1: 40 5 20 8 7 60 60 9 7 90 5 9 5 3 60 200 90 9 1 10 60 1 200 100 100 60 40 1 30 70 5 600 80 3 60 9 100 600 100 60 200 90 60 100 9 9 1 200 100 600 60 90 60 200 10 1 100 80 9 8 7 1 200 60 200 4 1 6 5 3 5 30 60 40 1 9 60 7 3 5 30 90 30 9 60 40 60 100 60 90 5 9 1 20 20 1 1 2 600 40 200 4 70 5 40 1 40 100 20 60 200 70 60 100 100 60 90 100 60 200 90 8 5 10 1 9 5 100 60 1 9 30 1 40 100 30 5 40 60 9 4 60 40 60 40 60 30 200 90 1 40 9 40 40 90 100 8 60 40 100 60 70 60 40 20 7 8 5 20 7 70 60 40 4 9 5 30 60 200 3 600 90 1 9 5 9 1 2 1 100 600 40 100 5 200 90 60 30 200 70 5 40 80 200 200 40 1 200 100 60 100 9 8 5 60 200 7 90 100 1 9 60 600 40 5 Total: 15455 = 5 x 11 x 281. 7.12.1.2.3.1.2.2.2.2.1.1 Odd positioned groups of 150 from 7.12.1.5.5.1: 200 90 9 40 1 1 60 40 4 5 9 7 5 9 90 4 5 60 5 9 70 5 100 5 4 200 60 1 70 60 5 9 1 20 20 1 1 2 600 40 200 4 70 5 40 1 40 100 20 60 200 70 60 100 100 60 90 100 60 200 90 8 5 10 1 9 5 100 60 1 9 30 1 40 100 5 90 1 80 9 5 1 10 60 10 1 9 70 20 5 600 40 5 70 5 8 200 10 1 9 10 1 9 3 60 40 200 70 100 5 90 40 5 70 200 100 600 20 5 3 30 5 40 60 9 4 60 40 60 40 60 30 200 90 1 40 9 40 40 90 100 8 60 40 100 60 70 60 40 20 Total: 8437 = 11 x 13 x 59. 7.12.1.2.3.1.2.2.2.2.1.2 Even positioned groups of 150 from 7.12.1.5.5.1: 40 5 20 8 7 60 60 9 7 90 5 9 5 3 60 200 90 9 1 10 60 1 200 100 100 60 40 1 30 70 5 600 80 3 60 9 100 600 100 60 200 90 60 100 9 1 80 8 1 300 200 8 5 60 8 7 90 5 100 1 70 60 200 90 1 200 60 40 100 60 200 100 1 40 70 5 90 7 5 9 1 5 90 60 80 5 9 90 10 1 9 1 200 100 600 60 90 60 200 10 1 100 80 9 8 7 1 200 60 200 4 1 6 5 3 5 30 60 40 1 9 60 7 3 5 30 90 30 9 60 40 60 100 60 90 1 70 5 70 80 60 200 20 5 7 4 5 40 90 60 7 8 5 20 7 70 60 40 4 9 5 30 60 200 3 5 3 80 40 60 200 2 1 90 600 40 9 60 200 4 40 1 200 100 600 4 9 5 9 90 5 50 60 30 5 40 60 9 7 30 60 90 100 1 1 90 1 200 100 600 600 90 1 9 5 9 1 2 1 100 600 40 100 5 200 90 60 30 200 70 5 40 80 200 200 40 1 200 100 60 100 9 8 5 60 200 7 90 100 1 9 60 600 40 5 10 5 9 40 1 10 100 9 7 40 5 9 60 200 100 50 1 200 100 600 40 100 5 60 50 60 200 100 9 6 5 40 1 4 5 20 9 4 600 80 400 5 100 1 9 Total: 22011 = 3 x 11 x 23 x 29. 7.12.1.2.3.1.2.2.2.2.2 Odd positioned groups of 9 from 7.12.1.5.5.2: 60 100 1 40 60 200 10 200 80 40 1 200 100 600 10 60 200 90 90 60 9 40 1 200 10 1 80 200 10 1 9 4 60 60 200 90 60 40 90 200 40 8 20 9 10 100 5 20 5 3 5 70 9 20 100 600 70 80 60 90 9 40 100 600 40 1 600 4 5 40 7 8 3 60 200 90 1 30 200 90 60 90 60 200 40 1 70 7 3 5 5 40 600 300 5 20 30 1 20 9 100 60 200 60 400 60 200 1 1 70 60 5 9 70 1 1 200 10 10 9 40 7 40 50 1 10 20 1 30 60 40 5 5 100 7 5 50 5 80 400 60 5 5 200 1 1 80 7 100 60 100 5 90 9 5 9 1 200 100 5 80 9 9 20 5 200 90 100 40 100 1 5 200 600 40 200 30 5 2 20 40 1 100 1 9 90 2 1 90 5 40 1 200 100 60 90 1 90 5 9 30 60 9 20 9 90 200 20 9 1 40 300 600 600 40 5 90 10 1 9 70 5 200 100 60 Total: 17380 = 2 x 2 x 5 x 11 x 79. 7.12.1.2.3.1.2.2.2.2.3 Even positioned groups of 9 from 7.12.1.5.5.2: 100 9 70 100 60 9 90 3 5 10 1 9 20 20 60 9 90 3 70 60 200 7 90 5 100 1 9 10 1 80 100 7 90 20 9 8 30 7 90 9 1 80 400 9 5 60 90 1 1 30 1 80 100 200 60 40 7 40 5 9 600 8 5 5 20 60 90 100 5 9 20 5 400 20 60 9 100 7 1 40 100 30 600 40 1 70 60 100 600 40 1 9 20 600 80 1 70 5 40 9 30 1 5 9 90 60 500 5 100 60 200 200 100 60 40 70 5 1 40 8 7 10 1 200 100 60 90 1 40 1 9 50 1 40 1 40 1 9 1 100 9 90 9 30 5 9 90 40 60 90 60 200 10 90 1 40 1 30 30 5 40 7 9 90 200 200 60 20 40 10 1 1 90 300 90 10 5 300 1 20 10 1 100 200 40 1 70 60 100 8 600 40 70 5 3 1 80 60 90 100 1 5 90 100 600 100 600 9 90 5 10 1 9 90 1 90 40 60 9 30 5 40 5 9 5 Total: 15312 = 2 x 2 x 2 x 2 x 3 x 11 x 29. 7.12.1.2.3.1.2.2.2.2.4 Odd positioned groups of 1 from 7.12.1.5.5.4: 60 1 60 40 20 7 10 80 9 60 7 5 100 9 3 5 60 90 40 200 600 1 60 200 60 90 1 100 40 30 20 60 90 5 80 60 90 9 1 100 100 200 10 80 60 100 20 3 9 200 600 70 20 90 90 200 1 1 1 100 80 8 1 100 70 60 60 4 6 9 100 40 3 30 40 40 9 8 9 7 5 600 1 4 90 9 40 40 8 20 5 600 5 5 1 20 30 20 9 1 600 200 600 1 5 70 40 40 9 60 60 20 200 60 60 1 30 100 90 60 5 90 500 90 5 1 1 60 9 5 60 9 1 200 60 5 5 400 30 40 9 5 200 1 60 60 60 1 9 9 200 1 9 1 80 100 40 100 60 100 90 9 100 70 40 40 90 200 7 5 7 9 9 200 60 4 5 5 9 1 40 100 9 600 1 5 2 90 1 1 1 600 200 1 60 100 200 60 5 1 100 200 5 80 90 90 600 200 1 100 70 3 80 100 8 60 5 30 9 7 100 9 9 200 100 Total: 16995 = 3 x 5 x 11 x 103. 7.12.1.2.3.1.2.2.2.2.4.1 Even positioned groups of 1 from 7.12.1.5.5.4: 100 40 200 5 8 60 200 100 70 9 90 9 60 90 5 3 200 9 1 100 10 10 1 100 200 10 9 60 1 70 20 9 3 600 3 9 60 40 200 600 60 90 1 70 200 5 5 5 1 100 60 9 60 1 60 10 100 30 80 200 9 7 200 600 80 90 200 1 5 40 60 7 5 60 1 5 600 5 60 3 30 40 600 5 30 60 60 7 5 60 40 300 20 9 20 1 1 1 20 2 40 4 80 70 40 5 1 100 100 200 400 60 70 100 200 9 1 60 100 200 9 60 5 8 10 9 70 5 70 100 1 30 1 100 200 50 80 60 5 60 4 5 40 9 40 40 30 100 90 30 90 40 40 1 7 60 90 8 40 5 5 90 60 60 20 60 60 10 8 20 70 5 1 100 40 9 30 80 90 40 1 1 90 90 9 9 1 10 100 2 100 40 40 70 100 5 90 30 40 200 60 70 40 200 1 8 40 40 200 60 5 1 60 9 5 200 9 60 20 90 1 60 90 90 1 Total: 14718 = 2 x 3 x 11 x 223. 7.12.1.2.3.1.2.2.2.2.4.1.1 Odd positioned groups of 50 from 7.12.1.5.5.4: 90 10 1 9 100 60 40 1 30 70 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 40 1 200 100 600 100 60 200 90 10 1 80 70 60 200 100 5 20 5 3 5 9 1 200 100 40 5 9 600 8 5 9 60 7 3 5 30 600 40 1 600 4 5 90 30 9 60 40 60 40 7 8 5 20 60 5 40 600 300 5 20 5 9 1 20 20 1 30 1 20 1 9 20 1 2 1 9 1 70 60 5 9 70 5 100 60 1 9 30 1 1 200 100 60 200 5 50 5 80 400 60 30 5 40 60 9 4 5 5 200 40 1 9 60 40 60 40 60 30 1 100 9 90 9 30 4 9 5 30 5 80 9 90 1 40 40 1 100 1 9 90 600 90 1 9 5 9 2 1 90 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 100 5 200 90 60 30 5 40 1 200 Total: 13266 = 2 x 3 x 3 x 11 x 67. 7.12.1.2.3.1.2.2.2.2.4.1.2 Even positioned groups of 50 from 7.12.1.5.5.4: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 100 9 70 60 9 7 90 5 9 100 60 9 90 3 5 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 1 200 100 60 200 600 60 70 9 20 60 90 1 90 60 200 10 1 100 1 30 1 80 100 200 80 9 8 7 1 200 100 600 70 80 60 90 60 200 4 1 6 5 9 40 100 60 40 7 3 5 30 60 40 1 600 40 200 4 600 80 1 70 5 40 70 5 40 1 40 100 9 100 60 200 60 400 20 60 200 70 60 100 60 200 1 9 30 1 100 60 90 100 60 200 5 9 90 60 500 5 90 8 5 10 200 90 1 40 9 40 1 1 80 7 100 60 40 90 100 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 1 200 100 60 40 100 60 200 70 5 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 60 9 20 7 90 100 1 9 60 9 90 200 90 100 1 Total: 18447 = 3 x 11 x 13 x 43. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.2.3.1.2.2.2.2.4.2 Odd positioned groups of 2 from 7.12.1.5.5.5: 60 100 60 200 20 8 10 200 9 70 7 90 100 60 3 5 60 200 40 1 600 10 60 1 60 200 1 9 40 1 20 20 90 3 80 3 90 60 1 200 100 60 10 1 60 200 9 1 7 90 1 9 200 8 200 10 4 60 90 5 60 200 1 80 200 90 100 7 9 8 100 60 60 40 40 8 60 400 200 90 1 1 7 1 60 40 9 7 200 40 5 9 5 60 5 30 5 9 100 5 60 100 4 200 70 60 600 300 5 9 20 1 20 1 1 2 200 4 1 70 70 5 40 100 60 200 20 60 60 100 1 9 100 60 60 200 90 60 90 8 1 9 60 5 5 100 9 30 200 100 40 60 200 10 5 20 9 5 200 100 4 9 5 80 1 40 3 5 1 30 40 7 200 2 9 20 90 100 9 60 40 100 90 200 200 100 200 60 10 1 9 90 5 200 200 30 5 40 5 2 90 300 60 90 90 10 1 20 1 200 40 1 9 90 1 9 2 1 1 100 1 100 200 40 60 100 Total: 14597 = 11 x 1327. 7.12.1.2.3.1.2.3 Even positioned groups of 2 from 7.12.1.5.5.5: 1 40 40 5 7 60 80 100 60 9 5 9 9 90 5 3 90 9 200 100 1 10 200 100 90 10 100 60 30 70 60 9 5 600 60 9 9 40 100 600 200 90 80 70 60 100 80 8 5 100 1 300 5 60 1 9 8 7 100 1 90 10 70 60 1 200 90 20 60 40 200 100 90 200 200 90 20 60 9 40 9 100 40 100 4 5 90 60 1 70 90 4 7 3 600 40 70 5 1 70 600 40 60 1 5 40 5 20 1 20 30 1 9 20 600 40 600 80 5 40 40 1 9 100 60 400 200 70 60 200 30 1 90 100 5 9 500 5 5 10 1 70 9 70 60 1 1 1 60 200 90 60 7 8 7 70 9 1 60 40 5 30 9 90 60 200 3 80 30 5 40 60 1 90 5 200 600 40 200 4 1 9 40 1 600 4 20 40 9 5 5 50 600 40 60 30 60 9 20 1 7 30 100 1 5 300 1 90 100 600 100 1 600 90 5 9 90 10 1 2 600 40 1 70 Total: 18535 = 5 x 11 x 337. 7.12.1.2.3.1.2.4 Odd positioned groups of 9 from 7.12.1.5.5.5: 60 100 1 40 60 200 40 5 20 60 9 7 90 5 9 100 60 9 40 1 200 100 600 10 1 10 60 100 60 40 1 30 70 20 20 60 90 60 9 40 1 200 100 600 100 60 100 9 1 80 8 7 90 5 200 10 1 9 4 60 8 7 90 70 60 200 90 1 200 100 7 90 60 40 90 200 40 8 200 90 60 9 100 7 1 40 100 60 40 4 5 9 90 4 5 60 7 3 5 1 70 60 100 600 40 4 200 60 5 9 1 20 20 1 30 1 20 600 80 1 70 5 40 70 5 40 20 60 200 70 60 100 60 200 1 5 9 90 60 500 5 90 8 5 5 100 60 1 9 30 1 1 200 7 8 5 20 7 70 9 5 9 5 80 9 90 1 40 60 200 3 40 60 200 2 1 90 9 20 5 40 100 1 9 90 200 40 1 200 9 5 9 90 5 50 5 200 600 5 2 20 1 90 300 7 30 60 1 90 1 200 100 600 40 1 100 2 1 90 10 1 100 1 2 1 Total: 15070 = 2 x 5 x 11 x 137. 7.12.1.2.3.1.3 Even positioned groups of 9 from 7.12.1.5.5.5: 8 7 60 10 200 80 100 9 70 90 3 5 5 3 60 200 90 9 1 200 100 60 200 90 10 1 9 9 90 3 5 600 80 3 60 9 60 200 90 10 1 80 70 60 200 100 1 9 1 300 200 8 5 60 5 100 1 60 200 90 10 1 80 20 9 8 60 40 100 60 200 100 400 20 60 200 90 9 40 1 1 5 9 7 90 60 200 40 1 70 30 600 40 5 9 70 5 100 5 1 70 60 5 40 600 300 5 20 1 9 20 1 2 600 40 200 4 1 40 100 9 100 60 200 60 400 9 30 1 100 60 90 100 60 200 10 1 9 1 70 60 5 9 70 100 60 200 40 60 90 60 200 10 1 200 100 60 40 4 9 5 30 5 3 80 1 30 30 5 40 7 200 90 100 600 40 9 60 200 4 100 600 4 200 60 20 40 10 1 40 200 30 60 30 5 40 60 9 90 100 1 90 10 5 300 1 20 1 9 90 600 90 1 9 5 9 100 600 40 200 40 1 70 60 100 Total: 18062 = 2 x 11 x 821. 7.12.1.2.3.1.4 Odd positioned groups of 30 from 7.12.1.5.5.5: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 100 9 70 60 9 7 90 5 9 100 60 9 90 3 5 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 40 1 200 100 600 100 60 200 90 10 1 80 70 60 200 60 200 90 10 1 80 70 60 200 90 1 200 100 7 90 20 9 8 60 40 100 60 200 100 60 40 90 200 40 8 5 9 90 4 5 60 7 3 5 30 600 40 5 9 70 5 100 5 1 70 60 100 600 40 4 200 60 1 70 60 70 5 40 1 40 100 9 100 60 200 60 400 20 60 200 70 60 100 60 200 1 9 30 1 100 60 90 100 60 200 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 40 100 1 9 90 200 40 1 200 100 600 4 200 60 20 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 40 1 100 1 9 90 600 90 1 9 5 9 2 1 90 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 Total: 18172 = 2 x 2 x 7 x 11 x 59. 7.12.1.2.3.1.4.1 Even positioned groups of 30 from 7.12.1.5.5.5: 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 1 200 100 60 200 90 10 1 9 100 60 40 1 30 70 60 100 9 1 80 8 7 90 5 100 1 9 1 300 200 8 5 60 200 10 1 9 4 60 8 7 90 5 100 1 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 1 40 100 60 40 4 5 9 7 90 60 200 40 1 70 5 40 600 300 5 20 5 9 1 20 20 1 30 1 20 1 9 20 1 2 600 40 200 4 600 80 1 70 5 40 5 9 90 60 500 5 90 8 5 10 1 9 1 70 60 5 9 70 5 100 60 1 9 30 1 1 200 100 60 200 60 200 3 5 3 80 1 30 30 5 40 7 40 60 200 2 1 90 9 20 5 200 90 100 600 40 9 60 200 4 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 Total: 14960 = 2 x 2 x 2 x 2 x 5 x 11 x 17. 7.12.1.2.3.1.4.2 Odd positioned groups of 50 from 7.12.1.5.5.5: 90 10 1 9 100 60 40 1 30 70 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 40 1 200 100 600 100 60 200 90 10 1 80 70 60 200 60 100 9 1 80 8 7 90 5 100 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 1 40 100 60 40 4 5 9 7 90 60 200 40 1 70 5 9 90 4 5 60 7 3 5 30 600 40 5 9 70 5 100 5 1 70 60 400 20 60 200 70 60 100 60 200 1 9 30 1 100 60 90 100 60 200 5 9 90 60 500 5 90 8 5 10 1 9 1 70 60 5 9 70 5 100 60 1 9 30 1 1 200 100 60 200 5 200 90 100 600 40 9 60 200 4 40 100 1 9 90 200 40 1 200 100 600 4 200 60 20 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 60 30 5 40 60 9 5 2 20 1 Total: 15092 = 2 x 2 x 7 x 7 x 7 x 11. 7.12.1.2.3.1.4.2.1 Even positioned groups of 50 from 7.12.1.5.5.5: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 100 9 70 60 9 7 90 5 9 100 60 9 90 3 5 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 1 200 100 60 200 1 9 1 300 200 8 5 60 200 10 1 9 4 60 8 7 90 5 100 1 60 200 90 10 1 80 70 60 200 90 1 200 100 7 90 20 9 8 60 40 100 60 200 100 60 40 90 200 40 8 60 100 600 40 4 200 60 1 70 60 5 40 600 300 5 20 5 9 1 20 20 1 30 1 20 1 9 20 1 2 600 40 200 4 600 80 1 70 5 40 70 5 40 1 40 100 9 100 60 200 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 60 200 3 5 3 80 1 30 30 5 40 7 40 60 200 2 1 90 9 20 90 300 7 30 60 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 1 100 1 9 90 600 90 1 9 5 9 2 1 90 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 Total: 18040 = 2 x 2 x 2 x 5 x 11 x 41. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.2.3.1.4.2.2 Odd positioned groups of 2 from 7.12.1.5.5.6: 1 40 90 7 10 30 5 9 90 60 80 400 80 5 10 1 20 5 9 1 600 60 20 60 90 60 1 100 1 80 80 9 1 200 70 80 60 200 6 5 100 60 3 5 40 1 9 600 9 60 5 30 1 600 90 30 40 60 8 5 100 60 70 5 5 9 70 80 20 5 200 90 7 4 90 60 100 5 200 100 70 5 5 1 10 10 7 40 9 70 50 1 40 8 5 70 7 10 100 60 1 9 20 1 40 5 60 40 5 100 1 40 90 40 1 9 40 1 600 20 5 50 400 60 40 60 5 5 1 9 60 40 1 100 9 30 1 40 1 1 100 60 100 8 100 5 9 90 70 60 100 5 60 30 1 200 200 70 80 200 90 8 200 40 100 60 3 1 100 9 60 200 30 60 7 90 9 60 200 90 600 40 5 9 100 600 40 1 9 7 1 40 40 5 200 100 5 9 50 1 600 40 9 90 100 5 60 200 1 9 100 9 40 1 60 40 4 5 4 600 40 5 80 400 1 9 Total: 15730 = 2 x 5 x 11 x 11 x 13. SF: 42 = 2 x 3 x 7. 7.12.1.2.3.1.4.2.2.1 Even positioned groups of 2 from 7.12.1.5.5.6: 70 5 20 9 7 90 1 5 9 1 9 5 9 90 100 5 3 5 200 100 70 9 90 1 200 10 1 30 100 200 8 7 100 600 60 90 4 1 9 40 40 7 30 60 40 5 8 5 7 3 600 40 4 5 9 60 40 7 20 60 90 1 90 100 20 5 60 200 3 60 1 30 5 40 1 40 90 1 60 40 80 9 10 60 9 40 10 1 20 5 10 1 600 40 5 8 1 200 200 10 10 1 30 60 9 3 200 70 7 90 100 5 5 70 50 1 200 100 5 3 5 80 30 5 9 4 200 40 60 40 60 30 9 90 200 90 9 40 80 7 40 90 60 40 90 5 100 60 40 20 200 90 5 40 100 60 5 40 90 1 600 40 1 200 70 5 80 60 8 5 5 9 9 20 100 1 9 90 100 1 5 10 5 90 100 600 10 100 20 9 300 600 9 60 600 40 90 5 200 100 10 1 1 90 60 50 90 10 70 5 6 5 200 100 60 9 20 9 30 5 9 5 5 100 Total: 14278 = 2 x 11 x 11 x 59. 7.12.1.2.3.1.4.2.2.2 Odd positioned groups of 25 from 7.12.1.5.5.6: 1 40 70 5 90 7 20 9 10 30 7 90 5 9 1 5 90 60 9 1 80 400 9 5 80 200 10 1 100 1 30 1 80 100 200 80 9 8 7 1 200 100 600 70 80 60 90 60 200 4 5 30 600 40 1 600 4 5 90 30 9 60 40 60 40 7 8 5 20 60 100 60 90 1 70 1 40 100 5 90 1 200 100 60 40 70 5 80 9 5 1 10 60 10 10 9 40 7 40 10 1 9 10 1 20 1 30 60 40 5 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 9 4 5 5 200 40 1 9 60 40 60 40 60 30 1 100 9 90 9 30 200 90 1 40 9 100 5 200 90 60 30 5 40 1 200 100 60 200 70 5 40 80 200 90 1 90 8 600 40 200 100 1 9 60 9 90 200 90 100 1 600 40 5 10 5 9 5 90 100 600 100 600 40 1 10 600 40 10 1 9 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 100 9 6 5 40 Total: 15653 = 11 x 1423. 7.12.1.2.3.1.4.2.2.2.1 Even positioned groups of 25 from 7.12.1.5.5.6: 5 9 90 10 1 100 5 20 5 3 5 9 1 200 100 600 60 70 9 20 60 90 1 90 60 1 6 5 9 40 100 60 40 7 3 5 30 60 40 1 40 5 9 600 8 5 9 60 7 3 5 90 100 5 9 20 5 70 80 60 200 20 5 3 60 200 90 1 30 7 4 5 40 90 60 1 9 70 20 5 50 1 10 1 40 8 600 40 5 70 5 8 7 10 1 200 100 60 200 10 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 5 50 5 80 400 60 30 5 40 60 40 1 1 80 7 100 60 40 90 100 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 40 1 200 100 60 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 60 9 20 7 90 100 9 7 20 9 1 40 300 600 40 5 9 60 200 100 600 40 5 9 90 5 50 1 200 100 1 200 100 60 40 60 9 4 5 20 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 Total: 14355 = 3 x 3 x 5 x 11 x 29. 7.12.1.2.3.1.4.2.2.2.1.1 Odd positioned groups of 2 from 7.12.1.5.6.3: 200 100 20 5 9 1 60 9 40 5 600 100 40 100 90 3 60 10 1 90 60 9 10 5 40 7 5 9 5 300 9 60 3 5 100 60 100 7 60 300 20 30 90 7 40 4 60 40 9 90 60 40 3 200 3 30 600 40 40 1 9 20 60 90 40 1 20 5 2 2 7 9 60 200 60 40 4 5 1 80 9 4 300 200 40 10 7 30 60 200 5 10 7 30 100 60 1 70 80 1 1 40 40 4 7 90 5 4 5 40 1 90 200 9 1 9 200 7 30 60 40 9 60 200 9 90 70 80 5 70 100 60 20 7 7 40 20 20 100 5 20 7 40 5 70 60 200 70 300 7 9 30 9 1 200 5 100 60 30 60 60 200 1 20 10 20 100 7 200 40 100 60 10 1 100 7 5 300 7 90 5 9 6 60 200 100 70 60 5 3 5 100 70 9 90 1 100 7 5 80 5 100 5 90 60 9 60 200 600 40 9 20 1 90 1 400 40 9 30 60 40 1 30 5 10 1 Total: 13420 = 2 x 2 x 5 x 11 x 61. 7.12.1.2.3.1.4.2.2.2.1.2 Even positioned groups of 2 from 7.12.1.5.6.3: 600 40 3 5 200 100 90 1 3 40 5 5 1 9 5 4 9 30 1 40 60 9 3 5 8 7 90 10 1 20 200 5 40 5 1 200 10 40 8 1 60 9 30 600 30 9 5 70 7 30 20 5 40 7 5 40 60 200 200 100 1 100 100 9 8 5 100 1 1 40 7 90 40 100 40 7 9 3 60 100 9 1 100 60 1 8 5 40 4 5 40 1 600 40 100 5 5 1 2 2 100 60 5 9 1 80 600 10 9 40 100 1 600 100 100 60 3 5 40 60 7 90 40 5 100 60 1 40 1 200 40 60 40 100 2 1 60 40 90 10 80 60 40 200 100 60 80 60 100 60 1 100 30 60 1 200 9 90 40 30 5 2 60 40 9 5 80 60 1 200 40 5 40 600 90 10 1 20 1 200 4 9 40 1 600 1 4 90 5 40 60 5 70 1 40 1 90 70 9 4 7 40 5 40 7 90 90 300 7 30 1 30 1 2 8 1 100 5 200 9 100 9 5 3 Total: 13365 = 3 x 3 x 3 x 3 x 3 x 5 x 11. 7.12.1.2.3.1.4.2.2.2.2 Odd positioned groups of 30 from 7.12.1.5.6.3: 200 100 600 40 20 5 3 5 9 1 200 100 60 9 90 1 40 5 3 40 600 100 5 5 40 100 1 9 90 3 9 60 200 5 3 5 40 5 100 60 1 200 100 7 10 40 60 300 8 1 20 30 60 9 90 7 30 600 40 4 9 20 1 100 60 90 100 9 40 1 8 5 20 5 100 1 2 2 1 40 7 9 7 90 60 200 40 100 60 40 5 10 40 1 7 30 600 40 100 60 100 5 1 70 5 1 80 1 2 2 1 40 100 60 40 4 5 9 7 90 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 90 5 3 5 40 5 100 60 5 70 9 70 1 90 1 9 20 1 30 1 90 1 2 1 400 8 1 40 9 100 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 Total: 13409 = 11 x 23 x 53. 7.12.1.2.3.1.4.2.2.3 Even positioned groups of 30 from 7.12.1.5.6.3: 5 4 60 10 9 30 1 90 1 40 60 9 60 9 10 5 3 5 40 7 8 7 5 9 90 10 5 300 1 20 30 9 60 40 5 70 9 90 7 30 60 40 20 5 3 200 40 7 3 30 5 40 600 40 60 200 40 1 200 100 40 7 4 5 9 3 1 80 60 100 9 4 9 1 300 200 100 60 40 10 1 8 7 30 5 40 60 200 4 5 1 80 5 4 600 10 5 40 9 40 1 90 100 1 200 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 5 40 200 70 60 100 60 200 70 80 60 300 7 100 60 9 5 100 7 80 60 200 40 1 200 100 60 40 5 10 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 40 1 100 7 90 70 5 80 9 4 5 100 7 40 5 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 Total: 13376 = 2 x 2 x 2 x 2 x 2 x 2 x 11 x 19. SF: 42 = 2 x 3 x 7. 7.12.1.2.3.1.4.2.2.4 Odd positioned groups of 18 from 7.12.1.5.6.4: 20 5 3 5 9 10 1 9 6 7 100 60 90 1 9 5 300 60 1 200 100 60 40 5 3 60 80 5 9 90 8 1 9 1 200 100 60 40 2 1 80 1 2 2 1 40 20 5 3 5 9 9 60 200 5 3 60 200 90 9 40 1 200 7 100 600 60 4 5 7 3 5 90 600 90 90 100 1 200 80 600 8 7 100 600 9 4 600 40 4 60 40 5 20 1 2 60 40 100 60 40 10 40 5 9 90 100 7 50 5 4 200 90 1 1 10 1 9 5 40 5 4 200 90 1 40 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 90 60 9 200 10 1 100 1 2 7 8 9 60 9 600 90 4 5 10 1 9 30 1 100 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 Total: 12177 = 3 x 3 x 3 x 11 x 41. 7.12.1.2.3.1.4.2.3 Even positioned groups of 18 from 7.12.1.5.6.4: 70 1 80 1 2 60 20 1 90 1 200 100 60 200 5 100 600 40 2 7 8 7 90 1 40 100 60 90 70 80 60 300 7 100 7 40 60 40 200 1 9 70 80 5 90 2 200 100 5 80 600 40 60 200 40 70 60 9 7 90 600 9 7 90 60 200 9 90 100 60 40 20 30 600 40 5 300 7 90 5 40 60 9 4 5 70 5 80 9 90 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 1 200 100 40 10 5 300 1 20 7 40 1 9 50 1 40 1 200 100 600 5 1 200 100 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 10 60 4 60 30 600 40 90 600 90 60 40 100 60 200 8 5 60 60 9 1 80 400 9 90 30 5 100 1 100 600 40 3 80 1 30 Total: 15785 = 5 x 7 x 11 x 41. 7.12.1.2.3.1.4.2.4 Odd positioned groups of 72 from 7.12.1.5.6.4: 60 40 200 1 9 70 80 5 90 2 200 100 5 80 600 40 60 200 60 40 2 1 80 1 2 2 1 40 20 5 3 5 9 9 60 200 40 70 60 9 7 90 600 9 7 90 60 200 9 90 100 60 40 20 5 3 60 200 90 9 40 1 200 7 100 600 60 4 5 7 3 5 40 10 5 300 1 20 7 40 1 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 1 10 1 9 5 40 5 4 200 90 1 40 1 200 100 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 90 60 9 Total: 9867 = 3 x 11 x 13 x 23. 7.12.1.2.3.1.4.3 Even positioned groups of 72 from 7.12.1.5.6.4: 70 1 80 1 2 60 20 1 90 1 200 100 60 200 5 100 600 40 20 5 3 5 9 10 1 9 6 7 100 60 90 1 9 5 300 60 2 7 8 7 90 1 40 100 60 90 70 80 60 300 7 100 7 40 1 200 100 60 40 5 3 60 80 5 9 90 8 1 9 1 200 100 30 600 40 5 300 7 90 5 40 60 9 4 5 70 5 80 9 90 90 600 90 90 100 1 200 80 600 8 7 100 600 9 4 600 40 4 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 1 200 100 60 40 5 20 1 2 60 40 100 60 40 10 40 5 9 90 100 7 10 60 4 60 30 600 40 90 600 90 60 40 100 60 200 8 5 60 200 10 1 100 1 2 7 8 9 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 Total: 18095 = 5 x 7 x 11 x 47. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.2.3.1.4.3.1 Odd positioned groups of 12 from 7.12.1.6.1.1: 90 1 70 60 20 5 90 5 9 5 20 600 9 80 60 9 90 1 60 9 7 90 60 200 100 60 90 7 40 3 600 40 9 1 90 70 30 600 40 7 2 1 90 9 20 5 9 1 8 7 90 5 100 1 9 5 300 60 40 4 60 100 9 70 5 80 9 1 200 200 40 100 100 600 10 1 100 7 70 60 100 600 40 1 9 90 70 80 60 200 90 9 10 1 9 60 70 60 20 200 5 9 40 5 40 1 100 600 9 70 5 40 1 200 100 60 9 90 60 70 1 80 5 4 600 10 1 40 1 1 200 100 1 9 600 5 10 5 40 90 100 1 200 80 80 7 8 200 4 9 5 30 5 80 9 90 5 9 10 1 9 5 70 5 8 7 10 1 40 100 60 100 5 90 100 1 200 80 60 200 40 10 9 40 60 200 40 100 5 40 10 1 200 9 60 90 5 9 1 70 60 100 60 200 100 5 80 90 600 90 5 40 5 1 200 100 70 60 9 8 5 40 5 70 9 100 60 40 8 5 40 100 5 90 1 200 100 600 600 40 80 1 40 1 40 5 2 60 7 5 3 1 40 5 90 4 5 100 60 200 90 1 40 100 70 20 7 80 9 8 5 9 90 10 1 20 Total: 19514 = 2 x 11 x 887. 7.12.1.2.3.1.4.3.1.1 Even positioned groups of 12 from 7.12.1.6.1.1: 40 60 90 600 80 3 60 9 90 5 10 5 100 9 40 5 90 1 70 60 4 600 90 60 1 9 90 20 9 8 60 40 60 40 1 70 8 1 200 30 1 90 100 7 5 9 1 100 60 200 40 100 9 100 10 1 9 60 70 5 1 40 100 9 60 9 300 1 80 9 90 1 200 90 60 400 20 60 200 90 5 70 5 9 1 70 5 10 80 9 40 1 100 60 100 60 1 600 90 100 5 8 1 200 30 20 9 1 60 100 5 4 5 90 60 30 5 40 60 40 2 1 80 20 5 3 60 30 5 40 60 40 90 1 200 100 60 40 7 3 200 40 7 1 1 9 30 1 100 9 1 1 200 100 60 200 9 100 60 40 9 30 1 100 9 7 80 60 9 1 40 1 200 100 100 60 90 5 90 100 50 9 600 600 40 60 9 4 5 70 1 80 9 5 40 100 80 9 90 9 40 7 30 5 9 90 5 30 70 1 9 6 60 40 100 5 90 80 1 7 20 5 90 100 9 60 200 90 200 100 60 40 5 9 9 200 9 60 90 100 60 100 60 40 100 7 40 3 7 40 5 600 60 200 100 5 90 100 9 8 5 5 30 60 1 9 5 200 8 5 600 90 4 80 1 30 20 5 3 60 40 1 300 5 90 7 20 9 Total: 18260 = 2 x 2 x 5 x 11 x 83. 7.12.1.2.3.1.4.3.1.2 Odd positioned groups of 4 from 7.12.1.6.1.2: 9 60 90 100 70 5 20 600 90 20 200 90 40 1 5 10 100 1 9 1 5 40 100 60 90 60 200 4 5 80 1 300 60 200 40 100 1 80 1 10 5 90 100 9 20 5 3 600 100 60 200 9 9 70 60 9 70 9 100 60 200 100 60 40 10 60 200 90 1 90 3 40 5 90 1 200 80 1 100 7 400 60 40 10 80 400 9 5 10 4 5 40 60 200 10 1 200 10 1 70 40 80 7 30 1 4 5 5 60 400 20 40 40 4 5 100 2 2 1 40 5 1 70 60 200 30 9 40 100 60 8 60 60 200 5 70 2 7 30 1 10 1 9 100 600 90 1 40 5 100 60 100 20 7 80 600 1 40 100 60 1 9 5 70 10 1 8 7 40 5 70 100 40 1 9 100 90 60 200 90 7 90 100 1 5 10 4 5 5 200 200 40 9 20 5 3 90 60 10 1 5 1 200 100 90 100 1 200 30 5 80 5 1 9 70 80 60 40 60 200 5 200 90 9 60 200 10 1 8 5 60 40 20 5 9 1 100 60 10 1 5 5 10 100 1 90 90 10 90 5 40 1 20 7 20 5 20 9 7 20 5 20 9 70 5 90 5 20 60 60 90 10 40 90 70 60 1 30 600 5 70 60 9 5 90 600 40 1 Total: 18249 = 3 x 7 x 11 x 79. 7.12.1.2.3.1.4.3.1.2.1 Even positioned groups of 4 from 7.12.1.6.1.2: 60 200 1 30 9 40 60 9 10 1 10 600 4 600 90 5 200 90 9 90 9 90 10 1 5 70 60 100 60 4 60 30 5 90 60 200 200 80 1 9 60 200 100 60 200 30 9 40 5 8 40 5 90 600 40 5 40 20 1 90 10 1 9 1 9 60 9 100 600 90 1 40 100 60 40 10 4 7 600 9 1 9 5 40 80 5 600 40 1 100 60 90 10 60 200 5 5 10 5 5 40 10 1 100 60 80 100 7 5 9 400 60 2 1 80 1 90 600 40 5 20 200 90 600 400 80 9 90 40 60 40 70 9 100 60 200 200 100 60 9 600 4 9 10 100 5 90 4 9 40 1 70 8 600 100 60 100 1 90 10 40 10 1 9 30 5 40 60 60 200 100 7 9 40 9 7 60 1 9 600 9 5 9 90 1 70 60 80 1 200 100 60 60 40 100 5 80 1 9 90 60 40 5 9 80 60 200 60 5 600 40 10 5 90 2 200 4 200 9 20 100 1 200 80 9 70 9 90 5 9 8 5 60 4 1 200 9 200 80 600 7 90 600 80 90 600 80 1 100 7 40 600 3 600 40 7 200 8 5 100 5 90 100 9 5 3 60 40 20 1 2 600 3 3 60 40 70 60 60 9 1 90 90 600 200 100 60 40 Total: 25520 = 2 x 2 x 2 x 2 x 5 x 11 x 29. 7.12.1.2.3.1.4.3.1.2.2 Odd positioned groups of 24 from 7.12.1.6.1.2: 9 60 90 100 60 200 1 30 70 5 20 600 9 40 60 9 90 20 200 90 10 1 10 600 90 60 200 4 5 70 60 100 5 80 1 300 60 4 60 30 60 200 40 100 5 90 60 200 100 60 200 9 5 8 40 5 9 70 60 9 90 600 40 5 70 9 100 60 40 20 1 90 5 90 1 200 100 60 40 10 80 1 100 7 4 7 600 9 400 60 40 10 1 9 5 40 200 10 1 70 5 10 5 5 40 80 7 30 40 10 1 100 1 4 5 5 60 80 100 7 5 1 70 60 20 200 90 600 200 30 9 40 400 80 9 90 100 60 8 60 40 60 40 70 600 90 1 40 100 5 90 4 5 100 60 100 9 40 1 70 20 7 80 600 8 600 100 60 40 5 70 100 60 200 100 7 40 1 9 100 9 40 9 7 90 60 200 90 60 1 9 600 9 20 5 3 60 40 100 5 90 60 10 1 80 1 9 90 5 1 200 100 60 40 5 9 60 40 60 200 4 200 9 20 5 200 90 9 100 1 200 80 60 200 10 1 9 70 9 90 5 5 10 100 7 90 600 80 1 90 90 10 90 600 80 1 90 5 40 1 100 7 40 600 5 90 5 20 5 3 60 40 60 60 90 10 20 1 2 600 40 90 70 60 3 3 60 40 Total: 22671 = 3 x 3 x 11 x 229. 7.12.1.2.3.1.4.3.1.2.2.1 Even positioned groups of 24 from 7.12.1.6.1.2: 40 1 5 10 4 600 90 5 100 1 9 1 200 90 9 90 5 40 100 60 9 90 10 1 1 80 1 10 200 80 1 9 5 90 100 9 60 200 100 60 20 5 3 600 200 30 9 40 200 100 60 40 10 1 9 1 10 60 200 90 9 60 9 100 1 90 3 40 600 90 1 40 80 400 9 5 80 5 600 40 10 4 5 40 1 100 60 90 60 200 10 1 10 60 200 5 60 400 20 40 5 9 400 60 40 4 5 100 2 1 80 1 2 2 1 40 90 600 40 5 60 200 5 70 9 100 60 200 2 7 30 1 200 100 60 9 10 1 9 100 600 4 9 10 1 40 100 60 100 1 90 10 1 9 5 70 40 10 1 9 10 1 8 7 30 5 40 60 7 90 100 1 9 5 9 90 5 10 4 5 1 70 60 80 5 200 200 40 1 200 100 60 90 100 1 200 80 60 200 60 30 5 80 5 5 600 40 10 1 9 70 80 5 90 2 200 8 5 60 40 5 9 8 5 20 5 9 1 60 4 1 200 100 60 10 1 9 200 80 600 20 7 20 5 3 600 40 7 20 9 7 20 200 8 5 100 5 20 9 70 5 90 100 9 1 30 600 5 70 60 60 9 70 60 9 5 1 90 90 600 90 600 40 1 200 100 60 40 Total: 21098 = 2 x 7 x 11 x 137. 7.12.1.2.3.1.4.3.1.2.2.2 Odd positioned groups of 36 from 7.12.1.6.1.2: 9 60 90 100 60 200 1 30 70 5 20 600 9 40 60 9 90 20 200 90 10 1 10 600 40 1 5 10 4 600 90 5 100 1 9 1 1 80 1 10 200 80 1 9 5 90 100 9 60 200 100 60 20 5 3 600 200 30 9 40 100 60 200 9 5 8 40 5 9 70 60 9 5 90 1 200 100 60 40 10 80 1 100 7 4 7 600 9 400 60 40 10 1 9 5 40 80 400 9 5 80 5 600 40 10 4 5 40 60 400 20 40 5 9 400 60 40 4 5 100 2 1 80 1 2 2 1 40 90 600 40 5 5 1 70 60 20 200 90 600 200 30 9 40 600 90 1 40 100 5 90 4 5 100 60 100 9 40 1 70 20 7 80 600 8 600 100 60 1 40 100 60 100 1 90 10 1 9 5 70 7 90 100 1 9 5 9 90 5 10 4 5 1 70 60 80 5 200 200 40 1 200 100 60 9 20 5 3 60 40 100 5 90 60 10 1 60 40 60 200 4 200 9 20 5 200 90 9 100 1 200 80 60 200 10 1 9 70 9 90 8 5 60 40 5 9 8 5 20 5 9 1 20 7 20 5 3 600 40 7 20 9 7 20 200 8 5 100 5 20 9 70 5 90 100 9 5 90 5 20 5 3 60 40 60 60 90 10 Total: 20988 = 2 x 2 x 3 x 3 x 11 x 53. 7.12.1.2.3.1.4.3.1.2.2.3 Even positioned groups of 36 from 7.12.1.6.1.2: 200 90 9 90 5 40 100 60 9 90 10 1 90 60 200 4 5 70 60 100 5 80 1 300 60 4 60 30 60 200 40 100 5 90 60 200 90 600 40 5 70 9 100 60 40 20 1 90 200 100 60 40 10 1 9 1 10 60 200 90 9 60 9 100 1 90 3 40 600 90 1 40 1 100 60 90 60 200 10 1 10 60 200 5 200 10 1 70 5 10 5 5 40 80 7 30 40 10 1 100 1 4 5 5 60 80 100 7 400 80 9 90 100 60 8 60 40 60 40 70 60 200 5 70 9 100 60 200 2 7 30 1 200 100 60 9 10 1 9 100 600 4 9 10 40 10 1 9 10 1 8 7 30 5 40 60 40 5 70 100 60 200 100 7 40 1 9 100 9 40 9 7 90 60 200 90 60 1 9 600 80 1 9 90 5 1 200 100 60 40 5 9 90 100 1 200 80 60 200 60 30 5 80 5 5 600 40 10 1 9 70 80 5 90 2 200 60 4 1 200 100 60 10 1 9 200 80 600 5 5 10 100 7 90 600 80 1 90 90 10 90 600 80 1 90 5 40 1 100 7 40 600 20 1 2 600 40 90 70 60 3 3 60 40 1 30 600 5 70 60 60 9 70 60 9 5 1 90 90 600 90 600 40 1 200 100 60 40 Total: 22781 = 11 x 19 x 109. 7.12.1.2.3.1.4.3.1.2.2.4 Odd positioned groups of 192 from 7.12.1.6.1.2: 200 10 1 70 5 10 5 5 40 80 7 30 40 10 1 100 1 4 5 5 60 80 100 7 60 400 20 40 5 9 400 60 40 4 5 100 2 1 80 1 2 2 1 40 90 600 40 5 5 1 70 60 20 200 90 600 200 30 9 40 400 80 9 90 100 60 8 60 40 60 40 70 60 200 5 70 9 100 60 200 2 7 30 1 200 100 60 9 10 1 9 100 600 4 9 10 600 90 1 40 100 5 90 4 5 100 60 100 9 40 1 70 20 7 80 600 8 600 100 60 1 40 100 60 100 1 90 10 1 9 5 70 40 10 1 9 10 1 8 7 30 5 40 60 40 5 70 100 60 200 100 7 40 1 9 100 9 40 9 7 90 60 200 90 60 1 9 600 7 90 100 1 9 5 9 90 5 10 4 5 1 70 60 80 5 200 200 40 1 200 100 60 Total: 13838 = 2 x 11 x 17 x 37. 7.12.1.2.3.1.4.3.2 Even positioned groups of 192 from 7.12.1.6.1.2: 9 60 90 100 60 200 1 30 70 5 20 600 9 40 60 9 90 20 200 90 10 1 10 600 40 1 5 10 4 600 90 5 100 1 9 1 200 90 9 90 5 40 100 60 9 90 10 1 90 60 200 4 5 70 60 100 5 80 1 300 60 4 60 30 60 200 40 100 5 90 60 200 1 80 1 10 200 80 1 9 5 90 100 9 60 200 100 60 20 5 3 600 200 30 9 40 100 60 200 9 5 8 40 5 9 70 60 9 90 600 40 5 70 9 100 60 40 20 1 90 200 100 60 40 10 1 9 1 10 60 200 90 9 60 9 100 1 90 3 40 600 90 1 40 5 90 1 200 100 60 40 10 80 1 100 7 4 7 600 9 400 60 40 10 1 9 5 40 80 400 9 5 80 5 600 40 10 4 5 40 1 100 60 90 60 200 10 1 10 60 200 5 9 20 5 3 60 40 100 5 90 60 10 1 80 1 9 90 5 1 200 100 60 40 5 9 90 100 1 200 80 60 200 60 30 5 80 5 5 600 40 10 1 9 70 80 5 90 2 200 60 40 60 200 4 200 9 20 5 200 90 9 100 1 200 80 60 200 10 1 9 70 9 90 8 5 60 40 5 9 8 5 20 5 9 1 60 4 1 200 100 60 10 1 9 200 80 600 5 5 10 100 7 90 600 80 1 90 90 10 90 600 80 1 90 5 40 1 100 7 40 600 20 7 20 5 3 600 40 7 20 9 7 20 200 8 5 100 5 20 9 70 5 90 100 9 5 90 5 20 5 3 60 40 60 60 90 10 20 1 2 600 40 90 70 60 3 3 60 40 1 30 600 5 70 60 60 9 70 60 9 5 1 90 90 600 90 600 40 1 200 100 60 40 Total: 29931 = 3 x 11 x 907. 7.12.1.2.3.1.4.3.2.1 Odd positioned groups of 1 from 7.12.1.6.1.4: 9 90 60 1 70 20 40 90 80 60 90 10 9 60 90 200 10 10 90 5 100 9 10 9 60 90 60 7 60 90 200 5 60 5 1 1 90 9 5 100 8 200 1 100 5 1 60 100 20 3 200 9 30 40 2 90 20 8 90 100 9 300 40 200 60 10 9 10 200 1 100 60 300 80 90 9 20 200 5 5 4 600 400 40 1 5 100 10 100 70 100 40 80 9 80 10 9 200 1 5 5 40 7 1 90 5 1 30 9 40 1 1 5 60 2 80 2 1 90 40 9 5 1 100 9 60 5 70 20 90 200 9 2 9 60 2 30 90 200 60 7 200 7 200 60 10 9 600 9 1 600 10 8 100 80 8 4 5 5 9 1 100 100 90 1 5 9 60 9 1 9 9 40 200 100 90 90 9 9 90 200 60 9 40 60 5 100 200 60 7 60 40 5 10 9 5 60 100 90 10 9 40 80 90 40 30 80 9 5 60 100 5 40 1 70 5 2 100 80 600 5 5 200 60 60 4 9 5 8 60 5 8 20 9 200 60 5 9 9 90 60 1 100 10 9 80 8 90 40 100 40 80 40 40 2 7 3 20 20 3 40 20 7 60 100 90 60 90 1 5 8 600 4 1 20 2 40 70 3 60 70 7 9 5 90 Total: 16841 = 11 x 1531. 7.12.1.2.3.1.4.3.2.1.1 Even positioned groups of 1 from 7.12.1.6.1.4: 60 100 200 30 5 600 60 600 3 9 5 5 40 9 20 90 1 600 1 40 60 90 1 80 9 1 9 90 200 60 4 70 100 80 300 9 20 8 90 9 1 30 90 7 9 100 200 60 5 600 30 40 600 7 1 9 5 7 5 1 5 60 4 100 40 1 1 60 90 40 9 9 1 9 1 60 60 90 70 9 7 9 60 10 9 40 600 1 7 60 600 1 400 5 5 1 60 10 70 10 5 80 30 600 100 8 200 20 1 10 100 4 5 80 1 1 2 40 600 5 70 40 200 60 90 70 1 60 200 600 30 40 1 100 200 7 1 1 100 40 3 40 1 100 9 1 100 4 10 9 5 5 600 60 7 200 9 30 80 90 40 60 1 10 9 70 100 40 30 100 7 1 1 100 60 5 100 40 7 60 90 1 600 100 100 90 1 80 200 90 200 100 40 1 20 3 40 5 60 1 5 100 9 9 7 5 1 90 1 40 5 600 10 9 80 90 200 5 90 90 40 1 100 40 200 200 20 200 5 40 9 5 5 1 100 40 9 200 60 100 4 200 60 1 200 600 5 5 1 7 600 1 1 5 60 5 1 7 5 600 7 9 20 200 5 100 60 10 9 200 5 90 80 30 1 600 90 60 3 40 20 80 8 9 10 Total: 23023 = 7 x 11 x 13 x 23. 7.12.1.2.3.1.4.3.2.1.2 Odd positioned groups of 19 from 7.12.1.6.1.4: 9 90 5 10 5 9 40 60 9 90 20 200 90 10 1 10 600 90 1 200 90 60 200 4 5 70 60 100 5 80 1 300 1 9 90 20 9 8 60 20 5 3 600 200 30 9 40 30 600 40 7 2 1 90 9 20 5 1 10 60 200 90 1 40 100 9 60 9 300 1 80 9 90 1 9 60 40 100 600 10 1 100 7 70 60 100 600 40 1 80 400 9 5 80 5 100 5 8 1 200 30 20 9 1 40 10 1 100 1 4 5 5 60 80 60 9 90 60 70 5 1 70 60 20 200 90 600 200 30 9 40 2 1 1 200 100 60 9 10 1 9 100 600 4 9 10 1 9 600 5 10 5 60 100 1 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 7 90 60 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 7 90 1 9 5 40 100 80 9 90 9 40 7 30 5 80 1 9 90 5 1 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 9 20 5 200 200 9 60 90 100 60 4 1 200 100 60 10 1 9 200 80 600 8 5 1 20 7 20 5 3 600 40 7 20 9 7 20 60 200 100 5 90 100 600 40 90 70 60 3 3 60 40 70 20 7 80 9 8 5 9 90 10 Total: 21439 = 11 x 1949. SF: 1960 = 2 x 2 x 2 x 5 x 7 x 7. 7.12.1.2.3.1.4.3.2.2 Even positioned groups of 19 from 7.12.1.6.1.4: 9 60 90 100 60 200 1 30 70 5 20 600 40 60 90 600 80 3 60 5 40 100 60 9 90 10 1 9 80 60 9 90 1 60 9 7 90 60 5 90 100 9 8 1 200 30 1 90 100 7 5 9 1 100 60 200 100 8 7 90 5 100 1 9 5 300 60 40 4 200 100 60 40 10 1 9 20 60 200 90 5 70 5 9 4 7 600 9 400 60 40 10 1 9 5 10 1 9 60 200 10 1 70 5 10 5 5 40 80 7 30 1 600 90 2 1 80 1 2 2 1 40 90 600 40 5 9 70 5 40 1 200 100 9 100 60 200 2 7 30 1 90 1 200 100 60 40 7 3 200 40 7 8 600 100 60 80 7 8 200 4 9 5 30 5 80 9 90 1 40 100 9 1 40 1 200 100 100 60 90 5 90 100 9 40 9 7 90 60 200 60 200 40 100 5 40 10 1 9 20 5 3 60 40 100 5 90 60 10 60 40 100 5 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 8 5 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 9 90 5 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 5 3 60 60 90 10 1 9 5 200 8 5 600 90 4 80 1 30 20 1 2 Total: 18425 = 5 x 5 x 11 x 67. 7.12.1.2.3.1.4.3.2.2.1 Odd positioned groups of 25 from 7.12.1.8.1.1: 10 5 9 90 20 200 90 9 100 600 10 200 90 10 90 1 70 90 5 9 60 200 90 100 60 100 600 100 10 1 80 90 5 40 90 10 1 9 90 1 40 20 5 1 1 80 100 200 90 9 60 40 1 40 10 4 5 5 7 40 5 5 9 60 30 600 40 20 200 5 40 1 100 20 600 80 1 2 90 200 40 5 40 600 40 1 200 5 9 70 8 5 9 30 60 100 60 30 1 100 70 5 9 30 1 60 200 5 1 90 10 70 9 100 10 40 1 40 100 60 70 5 20 40 1 1 200 80 100 60 100 90 100 80 30 60 200 10 20 7 70 40 90 100 600 90 1 90 4 5 600 8 80 7 8 70 60 100 80 60 300 200 4 9 80 9 90 60 100 1 100 9 1 5 1 7 80 60 200 60 90 100 600 8 5 90 1 200 40 5 9 60 40 1 1 70 60 10 100 7 7 40 100 7 40 40 1 40 7 90 5 7 90 60 600 40 7 1 20 7 600 40 7 20 9 Total: 16830 = 2 x 3 x 3 x 5 x 11 x 17. 7.12.1.2.3.1.4.3.2.2.2 Even positioned groups of 25 from 7.12.1.8.1.1: 40 60 200 8 7 60 9 60 90 1 30 70 40 60 90 60 9 7 100 60 9 600 80 3 5 40 5 20 600 10 4 600 1 9 1 9 90 3 3 60 9 100 9 40 70 60 4 200 90 9 60 200 10 10 80 9 200 100 600 90 60 200 40 80 7 90 100 5 30 1 6 100 60 40 30 4 9 60 40 8 5 20 9 400 60 100 60 100 90 30 9 70 9 90 40 20 5 5 40 60 60 200 4 9 60 200 100 60 200 9 90 60 8 5 10 70 60 10 5 9 90 60 20 1 9 200 90 100 60 80 1 2 100 60 40 7 90 60 80 1 3 600 90 1 80 5 4 40 9 40 60 40 4 5 80 9 100 60 100 1 100 9 100 60 200 20 60 40 10 20 7 9 40 1 80 200 90 10 1 9 100 60 1 100 9 40 30 60 1 20 60 7 80 60 9 10 1 5 40 60 1 90 90 60 90 5 5 100 60 70 1 90 7 40 3 600 90 600 5 40 1 70 5 80 100 20 90 1 2 1 40 9 100 5 90 5 5 30 5 5 30 40 1 100 5 3 10 20 9 70 Total: 15884 = 2 x 2 x 11 x 19 x 19. 7.12.1.2.3.1.4.3.2.3 Odd positioned groups of 5 from 7.12.1.8.1.2: 60 200 4 60 8 70 200 40 100 200 7 90 10 70 5 8 60 200 100 60 5 5 300 60 40 9 1 200 10 1 60 9 9 5 80 9 60 9 100 1 200 5 3 1 40 400 20 60 40 1 60 40 1 2 2 200 60 20 5 9 4 5 60 30 600 90 100 8 5 20 60 20 200 90 9 1 80 1 40 20 70 9 60 90 100 7 40 100 60 3 60 40 20 200 1 1 200 100 1 9 100 5 70 80 60 5 50 1 40 600 80 5 2 20 5 40 10 30 70 100 200 5 20 1 100 9 5 100 60 40 7 40 60 200 10 50 200 100 600 4 40 60 200 40 100 100 600 40 20 5 20 200 60 40 40 90 30 5 80 60 60 40 90 100 60 200 8 10 1 100 90 80 60 200 9 400 9 5 90 5 5 100 40 3 80 70 2 200 100 200 Total: 13739 = 11 x 1249. SF: 1260 = 2 x 2 x 3 x 3 x 5 x 7. 7.12.1.2.3.1.4.3.2.4 Even positioned groups of 5 from 7.12.1.8.1.2: 90 9 1 100 5 100 1 9 5 9 90 10 60 200 90 90 70 9 100 9 40 8 20 7 90 70 5 9 10 30 9 200 90 1 90 10 1 9 1 80 80 1 1 90 1 60 5 80 9 1 1 90 600 40 100 60 40 4 90 60 40 1 80 9 8 40 5 40 1 9 1 70 60 4 200 40 60 5 9 70 5 1 200 100 60 40 70 60 600 9 60 30 40 400 80 60 40 7 4 5 3 70 5 100 40 40 1 200 5 40 20 5 100 5 90 200 9 60 200 600 40 100 5 90 1 60 40 1 30 60 5 7 40 10 20 100 5 5 1 9 200 90 200 100 60 1 90 1 20 1 3 5 90 60 1 10 1 9 80 9 9 10 30 600 40 40 9 60 90 60 8 9 1 60 200 600 90 1 9 60 30 6 60 40 30 1 100 5 1 9 Total: 11594 = 2 x 11 x 17 x 31. 7.12.1.2.3.1.4.3.2.4.1 Odd positioned groups of 20 from 7.12.1.8.1.2: 90 10 60 200 90 7 90 10 70 5 90 70 9 100 9 8 60 200 100 60 9 200 90 1 90 60 9 9 5 80 10 1 9 1 80 9 60 9 100 1 1 90 600 40 100 60 40 1 2 2 60 40 4 90 60 200 60 20 5 9 1 70 60 4 200 60 20 200 90 9 40 60 5 9 70 1 80 1 40 20 60 30 40 400 80 60 40 20 200 1 60 40 7 4 5 1 200 100 1 9 20 5 100 5 90 80 5 2 20 5 200 9 60 200 600 40 10 30 70 100 5 7 40 10 20 7 40 60 200 10 100 5 5 1 9 50 200 100 600 4 3 5 90 60 1 20 200 60 40 40 10 1 9 80 9 90 30 5 80 60 8 9 1 60 200 90 80 60 200 9 600 90 1 9 60 400 9 5 90 5 Total: 12056 = 2 x 2 x 2 x 11 x 137. SF: 154 = 2 x 7 x 11. 7.12.1.2.3.1.4.3.2.4.2 Even positioned groups of 20 from 7.12.1.8.1.2: 90 9 1 100 5 60 200 4 60 8 100 1 9 5 9 70 200 40 100 200 40 8 20 7 90 5 5 300 60 40 70 5 9 10 30 9 1 200 10 1 80 1 1 90 1 200 5 3 1 40 60 5 80 9 1 400 20 60 40 1 40 1 80 9 8 4 5 60 30 600 40 5 40 1 9 90 100 8 5 20 5 1 200 100 60 70 9 60 90 100 40 70 60 600 9 7 40 100 60 3 3 70 5 100 40 100 5 70 80 60 40 1 200 5 40 5 50 1 40 600 40 100 5 90 1 200 5 20 1 100 60 40 1 30 60 9 5 100 60 40 200 90 200 100 60 40 60 200 40 100 1 90 1 20 1 100 600 40 20 5 9 10 30 600 40 60 40 90 100 60 40 9 60 90 60 200 8 10 1 100 30 6 60 40 30 5 100 40 3 80 1 100 5 1 9 70 2 200 100 200 Total: 13277 = 11 x 17 x 71. 7.12.1.2.3.1.4.3.2.4.3 Odd positioned groups of 6 from 7.12.1.8.1.3: 9 60 90 1 30 70 100 60 9 600 80 3 200 90 9 100 600 10 90 5 9 60 200 90 10 4 600 1 9 1 100 9 40 70 60 4 10 1 80 90 5 40 40 20 5 1 1 90 4 60 8 100 1 9 200 90 10 60 200 90 70 9 100 9 8 60 7 90 5 5 300 60 9 1 200 10 1 9 9 5 80 10 1 9 1 80 1 1 90 1 5 80 9 1 80 100 10 80 9 200 100 600 90 100 5 30 1 6 1 40 10 4 5 5 30 600 40 20 200 5 9 60 40 8 5 20 90 30 9 70 9 90 80 1 2 90 200 40 5 9 70 60 200 10 600 90 1 90 4 5 100 60 100 1 100 9 10 20 7 9 40 1 70 60 100 80 60 300 60 100 1 100 9 1 9 100 60 1 100 9 7 80 60 9 10 1 200 60 40 60 200 40 100 600 40 20 5 3 60 40 40 10 1 9 60 9 10 30 600 40 9 60 90 60 200 8 60 200 90 80 60 200 400 9 5 90 5 30 40 3 80 1 100 5 200 90 100 600 8 5 60 40 1 1 70 60 60 90 5 5 100 60 600 90 600 5 40 1 100 7 40 40 1 40 600 40 7 1 20 7 90 1 2 1 40 9 5 5 30 40 1 100 Total: 20526 = 2 x 3 x 11 x 311. 7.12.1.2.3.1.4.3.2.4.4 Even positioned groups of 6 from 7.12.1.8.1.3: 40 60 200 8 7 60 40 60 90 60 9 7 5 10 5 9 90 20 200 90 10 90 1 70 100 60 40 5 20 600 9 90 3 3 60 9 200 90 9 100 600 100 90 10 1 9 90 1 9 1 100 5 60 200 5 9 70 200 40 100 7 90 10 70 5 90 200 100 60 40 8 20 40 70 5 9 10 30 200 90 1 90 60 9 1 80 9 60 9 100 200 5 3 1 40 60 200 90 9 60 200 10 90 60 200 40 80 7 100 60 40 30 60 40 7 40 5 5 9 60 40 1 100 20 600 4 9 400 60 100 60 100 40 20 5 5 40 60 5 40 600 40 1 200 20 7 70 40 90 100 60 40 4 5 80 9 100 60 200 20 60 40 80 600 8 80 7 8 200 4 9 80 9 90 5 1 200 90 10 1 40 30 60 1 20 60 5 40 60 7 80 60 100 1 90 1 20 1 5 90 60 1 20 200 80 9 90 30 5 80 60 40 90 100 60 40 10 1 100 8 9 1 9 600 90 1 9 60 6 60 40 30 5 100 1 9 70 2 200 100 90 1 200 40 5 9 10 100 7 1 90 90 70 1 90 7 40 3 70 5 80 100 7 40 7 90 5 7 90 60 600 40 7 20 9 20 100 5 90 5 5 30 5 3 10 20 9 70 Total: 18480 = 2 x 2 x 2 x 2 x 3 x 5 x 7 x 11. 7.12.1.2.3.1.4.3.2.4.4.1 Odd positioned groups of 57 from 7.12.1.8.1.3: 1 9 1 9 90 3 3 60 9 100 9 40 70 60 4 200 90 9 100 600 100 10 1 80 90 5 40 90 10 1 9 90 1 40 20 5 1 1 90 9 1 100 5 60 200 4 60 8 100 1 9 5 9 70 200 40 100 60 9 100 1 80 1 1 90 1 200 5 3 1 40 60 5 80 9 1 80 100 200 90 9 60 200 10 10 80 9 200 100 600 90 60 200 40 80 7 90 100 5 30 1 6 100 60 40 30 60 40 1 40 10 4 5 5 60 200 10 20 7 70 40 90 100 600 90 1 90 4 5 60 40 4 5 80 9 100 60 100 1 100 9 100 60 200 20 60 40 10 20 7 9 40 1 80 600 8 80 7 8 70 60 100 80 60 300 200 4 9 80 9 90 1 20 200 60 40 40 10 1 9 80 9 90 30 5 80 60 9 10 30 600 40 60 40 90 100 60 40 9 60 90 60 200 8 10 1 100 8 9 1 60 200 90 80 60 200 9 600 90 1 9 60 400 9 5 90 5 30 5 40 1 70 5 80 100 7 40 100 7 40 40 1 40 7 90 5 7 90 60 600 40 7 1 20 7 600 40 7 20 9 20 90 1 2 1 40 9 100 5 90 5 5 30 5 5 30 40 1 100 5 3 10 20 9 70 Total: 18348 = 2 x 2 x 3 x 11 x 139. 7.12.1.2.3.1.4.3.2.4.4.1.1 Even positioned groups of 57 from 7.12.1.8.1.3: 40 60 200 8 7 60 9 60 90 1 30 70 40 60 90 60 9 7 100 60 9 600 80 3 5 10 5 9 90 20 200 90 9 100 600 10 200 90 10 90 1 70 90 5 9 60 200 90 100 60 40 5 20 600 10 4 600 200 90 10 60 200 90 7 90 10 70 5 90 70 9 100 9 8 60 200 100 60 40 8 20 7 90 5 5 300 60 40 70 5 9 10 30 9 1 200 10 1 9 200 90 1 90 60 9 9 5 80 10 1 9 1 80 9 7 40 5 5 9 60 30 600 40 20 200 5 40 1 100 20 600 4 9 60 40 8 5 20 9 400 60 100 60 100 90 30 9 70 9 90 40 20 5 5 40 60 80 1 2 90 200 40 5 40 600 40 1 200 5 9 70 60 100 1 100 9 1 5 1 200 90 10 1 9 100 60 1 100 9 40 30 60 1 20 60 7 80 60 9 10 1 5 40 60 7 80 60 200 60 40 60 200 40 100 1 90 1 20 1 100 600 40 20 5 3 5 90 60 6 60 40 30 5 100 40 3 80 1 100 5 1 9 70 2 200 100 200 90 100 600 8 5 90 1 200 40 5 9 60 40 1 1 70 60 10 100 7 1 90 90 60 90 5 5 100 60 70 1 90 7 40 3 600 90 600 Total: 20658 = 2 x 3 x 11 x 313. SF: 329 = 7 x 47. 7.12.1.2.3.1.4.3.2.4.4.1.2 Odd positioned groups of 114 from 7.12.1.8.1.3: 200 90 10 60 200 90 7 90 10 70 5 90 70 9 100 9 8 60 200 100 60 40 8 20 7 90 5 5 300 60 40 70 5 9 10 30 9 1 200 10 1 9 200 90 1 90 60 9 9 5 80 10 1 9 1 80 9 60 9 100 1 80 1 1 90 1 200 5 3 1 40 60 5 80 9 1 80 100 200 90 9 60 200 10 10 80 9 200 100 600 90 60 200 40 80 7 90 100 5 30 1 6 100 60 40 30 60 40 1 40 10 4 5 5 60 100 1 100 9 1 5 1 200 90 10 1 9 100 60 1 100 9 40 30 60 1 20 60 7 80 60 9 10 1 5 40 60 7 80 60 200 60 40 60 200 40 100 1 90 1 20 1 100 600 40 20 5 3 5 90 60 1 20 200 60 40 40 10 1 9 80 9 90 30 5 80 60 9 10 30 600 40 60 40 90 100 60 40 9 60 90 60 200 8 10 1 100 8 9 1 60 200 90 80 60 200 9 600 90 1 9 60 400 9 5 90 5 30 Total: 14311 = 11 x 1301. 7.12.1.2.3.1.4.3.2.4.4.2 Even positioned groups of 114 from 7.12.1.8.1.3: 40 60 200 8 7 60 9 60 90 1 30 70 40 60 90 60 9 7 100 60 9 600 80 3 5 10 5 9 90 20 200 90 9 100 600 10 200 90 10 90 1 70 90 5 9 60 200 90 100 60 40 5 20 600 10 4 600 1 9 1 9 90 3 3 60 9 100 9 40 70 60 4 200 90 9 100 600 100 10 1 80 90 5 40 90 10 1 9 90 1 40 20 5 1 1 90 9 1 100 5 60 200 4 60 8 100 1 9 5 9 70 200 40 100 7 40 5 5 9 60 30 600 40 20 200 5 40 1 100 20 600 4 9 60 40 8 5 20 9 400 60 100 60 100 90 30 9 70 9 90 40 20 5 5 40 60 80 1 2 90 200 40 5 40 600 40 1 200 5 9 70 60 200 10 20 7 70 40 90 100 600 90 1 90 4 5 60 40 4 5 80 9 100 60 100 1 100 9 100 60 200 20 60 40 10 20 7 9 40 1 80 600 8 80 7 8 70 60 100 80 60 300 200 4 9 80 9 90 6 60 40 30 5 100 40 3 80 1 100 5 1 9 70 2 200 100 200 90 100 600 8 5 90 1 200 40 5 9 60 40 1 1 70 60 10 100 7 1 90 90 60 90 5 5 100 60 70 1 90 7 40 3 600 90 600 5 40 1 70 5 80 100 7 40 100 7 40 40 1 40 7 90 5 7 90 60 600 40 7 1 20 7 600 40 7 20 9 20 90 1 2 1 40 9 100 5 90 5 5 30 5 5 30 40 1 100 5 3 10 20 9 70 Total: 24695 = 5 x 11 x 449. 7.12.1.2.3.1.4.4 Odd positioned groups of 1 from 7.12.1.8.1.4: 400 60 1 90 40 60 1 2 40 90 200 20 9 1 9 4 60 600 5 1 90 8 20 70 4 60 200 9 60 9 1 1 20 1 100 70 60 100 70 600 7 100 3 30 400 60 20 1 5 30 100 30 100 200 9 200 60 9 60 5 70 10 9 60 1 70 9 1 200 1 10 9 10 1 100 70 20 1 90 60 1 100 40 90 80 3 90 80 4 9 1 80 60 90 80 60 7 5 200 1 3 5 40 5 80 40 200 40 50 40 20 100 90 5 20 200 60 600 10 70 40 5 1 5 1 60 1 60 5 60 5 40 20 40 200 100 5 9 200 600 200 200 60 Total: 10153 = 11 x 13 x 71. 7.12.1.2.3.1.4.4.1 Even positioned groups of 1 from 7.12.1.8.1.4: 20 40 1 600 100 40 2 60 4 60 60 5 40 80 8 5 30 40 40 9 100 5 1 60 200 20 90 40 5 70 80 40 5 200 60 9 90 40 60 9 40 60 60 40 80 40 200 8 9 60 60 1 60 4 60 100 200 90 8 10 60 5 90 20 9 5 30 60 5 90 70 100 40 40 60 5 40 200 100 80 2 60 7 60 1 600 1 5 40 40 200 100 100 100 30 40 4 1 100 9 70 100 100 70 60 1 5 5 1 600 5 5 80 2 5 9 200 40 30 100 100 90 200 20 100 40 30 9 100 40 7 10 7 60 10 5 1 50 100 4 90 100 Total: 8888 = 2 x 2 x 2 x 11 x 101. 7.12.1.2.3.1.4.4.1.1 Odd positioned groups of 57 from 7.12.1.8.1.4: 5 9 70 1 80 1 40 20 5 1 200 100 60 70 9 60 90 100 40 70 60 600 9 7 40 100 60 3 60 30 40 400 80 60 40 20 200 1 8 5 9 30 60 100 60 30 1 100 60 200 4 9 60 200 100 60 200 600 90 1 80 5 4 40 9 40 1 200 80 100 60 100 90 100 80 30 60 40 7 4 5 1 200 100 1 9 3 70 5 100 40 100 5 70 80 60 40 1 200 5 40 5 50 1 40 600 20 5 100 5 90 80 5 2 Total: 8096 = 2 x 2 x 2 x 2 x 2 x 11 x 23. 7.12.1.2.3.1.4.4.1.2 Even positioned groups of 57 from 7.12.1.8.1.4: 400 20 60 40 1 1 90 600 40 100 60 40 1 2 2 60 40 4 90 60 200 60 20 5 9 40 1 80 9 8 4 5 60 30 600 40 5 40 1 9 90 100 8 5 20 1 70 60 4 200 60 20 200 90 9 40 60 9 90 60 8 5 10 70 60 10 5 9 90 60 20 1 9 70 5 9 30 1 60 200 5 1 90 10 70 9 100 10 40 1 40 100 60 70 5 20 40 1 200 90 100 60 80 1 2 100 60 40 7 90 60 80 1 3 20 5 200 9 60 200 600 40 10 30 70 100 40 100 5 90 1 200 5 20 1 100 60 40 1 30 60 9 5 100 60 40 5 7 40 10 20 7 40 60 200 10 100 5 5 1 9 50 200 100 600 4 200 90 200 100 60 Total: 10945 = 5 x 11 x 199. 7.12.1.2.3.1.4.4.1.2.1 Odd positioned groups of 2 from 7.12.1.8.2.1: 60 1 80 60 9 90 60 90 60 1 10 60 10 9 5 5 600 90 600 60 90 60 80 200 9 5 9 90 9 9 1 100 5 40 90 1 40 1 5 60 100 1 60 300 70 60 600 100 200 60 5 7 5 30 5 40 9 100 600 7 9 5 30 40 4 5 7 60 1 1 60 100 200 9 9 1 9 40 70 10 5 9 40 5 1 60 5 40 5 60 9 200 200 20 90 5 9 70 100 10 30 500 80 8 5 60 7 1 7 600 5 60 1 4 5 20 5 90 60 1 50 1 200 90 8 100 1 100 9 90 1 1 90 9 40 1 70 9 1 100 70 40 40 40 9 9 5 200 1 1 2 20 40 20 40 60 5 5 1 60 5 40 200 2 1 7 40 10 10 300 9 40 40 1 9 7 60 600 9 5 1 7 200 30 1 80 100 90 30 40 80 1 100 600 600 5 60 3 1 100 90 7 40 600 40 9 3 5 30 1 100 8 9 30 Total: 14520 = 2 x 2 x 2 x 3 x 5 x 11 x 11. 7.12.1.2.3.1.4.4.1.2.1.1 Even positioned groups of 2 from 7.12.1.8.2.1: 5 10 5 600 9 3 40 5 1 60 5 200 30 40 20 60 9 90 1 60 100 9 600 5 200 10 5 40 60 80 9 600 40 60 8 1 7 7 1 60 400 9 1 1 200 60 70 200 1 1 70 60 600 1 3 1 60 100 5 70 60 5 60 5 5 40 60 40 7 30 40 90 100 100 1 100 70 600 9 7 200 60 5 600 200 9 2 1 90 1 7 90 5 60 60 60 1 60 100 200 90 9 1 60 1 100 5 100 5 200 40 1 9 40 70 600 600 7 1 40 200 60 90 30 200 1 60 400 100 40 5 90 60 2 40 1 100 300 9 40 5 5 90 8 200 40 9 30 30 1 5 80 600 60 70 100 40 9 100 9 30 30 10 40 9 100 40 5 1 10 10 100 40 40 9 60 5 200 100 60 60 100 4 10 9 1 100 1 80 90 80 100 9 200 90 80 40 70 40 80 9 5 1 2 90 30 20 7 8 60 200 60 1 5 Total: 16247 = 7 x 11 x 211. 7.12.1.2.3.1.4.4.1.2.1.2 Odd positioned groups of 61 from 7.12.1.8.2.2: 100 40 20 200 100 200 20 100 70 5 90 5 9 9 60 3 40 200 10 1 600 20 1 100 1 1 70 1 90 100 20 5 80 60 5 1 90 40 200 200 70 200 60 9 60 100 3 9 20 60 8 1 7 5 8 60 60 100 1 70 200 400 90 60 7 40 40 5 4 60 5 30 3 30 2 2 40 3 40 200 600 200 60 90 9 7 1 2 80 40 5 7 1 90 90 60 5 90 3 5 70 100 9 1 100 100 40 70 600 30 4 60 2 2 3 9 9 20 100 60 9 90 7 1 5 90 5 60 70 9 200 3 40 1 1 9 600 4 9 9 200 1 5 100 40 60 10 20 10 200 100 90 5 1 200 1 60 5 1 1 50 1 1 60 7 5 5 1 80 100 1 100 5 90 40 9 1 200 1 100 90 60 70 5 9 80 5 70 9 5 1 600 30 600 10 5 5 90 200 40 5 600 4 6 100 4 5 600 10 100 5 5 9 40 7 5 1 100 90 4 5 1 80 5 60 60 200 300 5 20 3 9 1 1 400 100 200 9 60 8 200 9 5 100 Total: 16687 = 11 x 37 x 41. 7.12.1.2.3.1.4.4.1.2.2 Even positioned groups of 61 from 7.12.1.8.2.2: 1 60 40 60 20 100 40 200 90 100 9 4 90 20 90 100 40 10 40 5 80 5 90 9 90 9 90 2 20 100 40 90 9 1 30 80 10 9 70 8 1 80 4 5 1 8 200 9 7 5 20 1 1 80 9 8 3 1 60 40 600 60 40 5 40 9 100 3 600 90 1 200 9 90 9 1 60 200 5 5 1 1 9 70 90 90 100 1 200 300 30 9 1 5 30 100 1 90 100 9 2 2 40 5 200 300 20 90 1 10 1 100 8 5 9 100 5 100 9 60 10 40 7 100 5 200 200 7 60 30 1 100 30 30 200 60 9 70 9 90 60 5 40 20 10 8 30 5 200 1 9 100 90 5 90 200 1 60 100 1 600 100 60 5 100 40 1 90 4 90 90 1 5 200 9 5 200 2 70 100 1 60 60 Total: 11121 = 3 x 11 x 337. SF: 351 = 3 x 3 x 3 x 13. 7.12.1.2.3.1.4.4.1.3 Odd positioned groups of 19 from 7.12.1.8.2.4: 9 100 60 1 80 70 1 200 100 1 9 60 600 40 5 60 40 20 40 5 100 60 40 1 10 60 40 100 5 1 80 400 5 9 90 60 9 300 200 90 60 200 90 9 9 100 7 100 1 9 2 1 80 1 40 100 5 70 200 100 60 9 40 1 5 100 5 100 600 40 1 70 60 600 200 30 60 200 9 7 90 90 60 200 40 20 5 5 40 60 9 90 100 5 3 30 90 8 5 100 60 200 70 1 9 1 200 100 3 60 40 400 1 9 60 40 2 60 40 10 1 20 40 10 1 200 70 100 9 90 100 5 300 1 10 9 40 100 5 90 10 5 300 90 1 200 10 1 9 60 40 100 4 60 90 600 90 5 1 200 5 9 200 5 9 100 5 60 200 1 2 70 1 9 100 5 90 1 100 600 1 30 30 600 40 10 80 5 90 5 Total: 14498 = 2 x 11 x 659. SF: 672 = 2 x 2 x 2 x 2 x 2 x 3 x 7. 7.12.1.2.3.1.4.4.1.4 Even positioned groups of 19 from 7.12.1.8.2.4: 9 9 20 5 60 200 8 10 1 9 7 90 5 5 8 40 60 9 60 100 60 40 90 200 1 90 8 100 1 9 40 4 1 90 7 20 7 90 90 1 9 1 90 70 2 60 20 200 100 60 40 600 90 100 9 70 1 9 7 40 1 70 90 600 90 70 60 10 5 9 90 7 3 5 5 9 9 4 5 60 40 2 2 2 1 3 5 9 60 9 90 20 1 100 9 100 1 5 40 100 50 9 1 60 200 10 60 40 200 7 90 1 90 5 1 90 9 100 600 40 4 1 9 1 9 5 200 90 1 90 5 9 100 1 1 200 100 1 9 60 40 5 70 1 40 1 5 50 5 1 40 1 10 1 100 600 40 100 1 60 40 5 40 100 9 40 7 1 9 90 60 7 70 60 100 100 1 200 60 30 60 4 5 10 9 1 80 80 5 9 Total: 10065 = 3 x 5 x 11 x 61. 7.12.1.2.3.1.4.4.1.5 Odd positioned groups of 9 from 7.12.1.8.3.2: 9 60 90 100 60 200 1 30 70 60 9 90 5 10 5 9 40 60 90 1 70 60 20 5 90 5 9 90 5 100 1 9 1 100 9 40 200 90 9 90 5 40 100 60 9 9 1 100 60 200 8 5 60 200 9 100 60 200 90 10 1 80 70 9 8 60 40 100 60 200 100 60 90 7 20 9 10 30 200 90 1 9 5 80 60 9 100 1 90 70 60 70 9 20 1 100 60 90 100 5 40 60 40 400 80 5 9 30 30 1 100 100 60 200 200 30 5 60 20 1 60 90 5 9 70 5 1 100 5 10 40 1 7 30 600 80 1 2 2 1 40 100 60 40 600 10 5 40 9 40 90 100 80 7 4 5 70 5 100 7 90 1 50 1 40 1 200 100 600 20 5 600 40 100 60 40 40 30 5 80 30 600 40 9 60 90 5 9 100 80 60 200 60 30 60 9 600 90 100 5 90 30 5 100 1 100 600 200 90 100 1 200 80 600 8 5 4 5 5 10 100 7 5 100 60 7 40 3 70 5 80 9 4 5 7 90 60 200 90 300 600 40 7 1 400 8 1 40 9 100 60 200 5 3 10 1 100 5 20 9 70 Total: 19019 = 7 x 11 x 13 x 19. 7.12.1.2.3.1.4.4.1.5.1 Even positioned groups of 9 from 7.12.1.8.3.2: 5 20 600 40 60 90 600 80 3 9 90 20 200 90 10 1 10 600 5 20 600 40 1 5 10 4 600 5 90 1 70 60 4 600 90 60 90 10 1 9 80 60 9 90 1 10 1 9 4 60 8 200 40 100 60 200 90 70 9 100 60 40 20 5 300 60 40 4 1 40 70 5 40 100 5 90 60 9 1 80 400 5 9 70 1 200 100 60 9 90 40 100 60 40 20 5 3 60 30 9 1 70 60 100 60 200 1 9 9 90 60 500 5 90 8 5 10 100 60 1 9 30 1 70 9 100 40 100 60 90 100 60 40 2 1 600 90 1 90 70 1 80 5 4 1 100 1 30 60 40 5 40 100 40 100 5 90 5 30 70 80 60 3 60 40 100 5 90 9 60 200 1 9 90 60 9 10 60 4 60 60 200 8 5 60 200 10 1 100 4 5 10 1 9 60 6 60 40 40 3 80 2 200 100 5 80 90 60 40 1 200 100 600 1 70 60 5 70 9 70 1 90 1 40 100 100 7 40 5 40 1 100 7 40 30 5 3 1 20 7 90 1 2 100 5 90 40 1 100 9 30 5 Total: 17100 = 2 x 2 x 3 x 3 x 5 x 5 x 19. SF: 39 = 3 x 13. 7.12.1.2.3.1.4.4.1.5.2 Odd positioned groups of 3 from 7.12.1.8.5.1: 40 60 200 8 7 60 9 90 5 40 60 90 600 90 1 20 20 60 5 600 80 5 40 100 90 9 20 100 60 200 60 200 90 7 90 10 1 9 1 40 10 1 60 200 90 2 60 20 200 30 1 7 30 1 5 8 1 6 5 9 30 600 40 60 40 60 30 5 40 1 80 1 40 90 200 100 7 90 1 70 60 100 9 40 20 5 100 9 4 5 70 60 9 9 7 90 70 60 100 9 30 1 9 90 60 200 100 60 7 30 1 60 40 2 5 20 20 90 70 1 4 5 50 200 100 60 9 50 1 20 5 200 9 60 200 1 20 1 10 1 7 40 60 90 7 8 5 9 5 9 100 9 1 1 70 20 60 100 1 100 9 1 5 1 200 10 1 60 40 60 200 600 40 100 1 60 40 5 60 30 1 70 60 90 100 1 30 5 100 40 3 80 90 100 1 80 1 90 100 60 90 9 4 5 5 9 7 90 300 600 90 100 9 30 60 200 Total: 13281 = 3 x 19 x 233. 7.12.1.2.3.1.4.4.1.6 Even positioned groups of 3 from 7.12.1.8.5.1: 60 100 1 40 5 20 10 200 80 10 5 9 10 1 10 1 9 1 9 90 3 3 60 9 60 9 1 5 9 1 1 80 70 1 200 100 1 60 200 200 100 60 9 1 10 1 80 1 1 90 1 80 100 200 600 90 100 200 30 1 7 3 5 1 30 9 40 7 8 60 40 2 2 2 1 90 600 40 60 200 40 20 5 90 1 8 5 5 1 70 3 200 40 7 90 600 60 200 40 60 200 1 200 30 5 30 1 1 200 5 300 90 10 1 1 80 1 600 90 1 40 100 7 9 1 1 200 10 80 1 90 9 100 600 40 60 40 10 30 60 40 40 1 200 60 200 10 20 7 70 9 30 1 1 200 40 7 80 600 9 30 1 30 60 200 80 60 40 40 10 9 40 100 5 60 40 40 10 1 9 9 200 9 100 60 200 200 80 60 1 100 600 1 90 200 7 90 600 90 10 60 5 3 5 100 7 40 90 60 200 200 100 5 8 5 5 8 5 5 Total: 15694 = 2 x 7 x 19 x 59. 7.12.1.2.3.1.4.4.1.6.1 Odd positioned groups of 6 from 7.12.1.8.5.2: 60 9 90 3 5 600 5 90 5 9 1 200 90 200 100 600 100 60 60 200 90 8 5 60 9 100 60 200 90 10 8 20 1 90 8 7 5 90 60 90 1 9 80 60 200 90 9 10 70 5 80 40 100 60 9 600 8 5 9 60 400 60 40 4 5 20 400 20 60 200 90 9 600 90 9 40 1 70 60 9 90 5 9 70 2 2 1 40 20 5 8 600 60 90 5 9 8 5 10 1 9 1 9 5 5 20 200 90 9 90 100 80 5 4 1 1 30 60 40 5 200 100 60 200 5 40 600 40 10 1 40 5 100 60 200 10 1 9 70 1 9 40 90 100 1 40 100 60 100 1 8 5 40 200 70 60 30 60 200 5 2 1 90 100 1 90 10 5 1 20 200 600 40 90 1 200 100 60 40 5 70 1 9 6 60 40 8 5 40 100 5 90 40 5 100 80 1 90 70 5 80 40 7 30 5 3 40 9 100 60 Total: 14820 = 2 x 2 x 3 x 5 x 13 x 19. 7.12.1.2.3.1.4.4.1.6.2 Even positioned groups of 6 from 7.12.1.8.5.2: 9 60 90 100 9 100 80 3 60 70 60 20 100 60 200 90 5 100 200 90 10 1 80 70 200 10 1 9 4 60 100 60 40 90 200 40 90 5 100 1 40 100 60 9 100 1 90 70 1 9 60 200 10 1 60 80 100 7 40 5 5 20 60 40 5 9 5 3 60 200 90 60 40 1 1 9 100 7 60 10 40 1 200 100 60 40 2 1 80 1 100 60 40 20 5 1 30 9 1 500 5 90 70 60 10 80 1 9 5 40 1 200 100 60 600 10 5 40 9 40 60 90 8 5 40 1 5 70 1 4 1 9 20 1 2 60 40 100 60 100 5 5 40 5 1 30 5 80 9 90 8 600 100 60 80 7 1 40 100 100 60 40 20 60 40 10 20 7 300 1 20 10 1 100 600 90 60 40 90 5 200 60 30 60 9 600 100 5 90 200 80 600 1 200 100 600 600 100 5 40 1 100 7 90 5 3 1 20 7 20 Total: 14782 = 2 x 19 x 389. 7.12.1.2.3.1.4.4.1.6.2.1 Odd positioned groups of 3 from 7.12.1.8.6.1: 9 70 60 9 40 1 10 1 10 5 20 600 90 1 70 90 60 200 1 200 100 100 1 9 5 9 70 40 5 70 60 40 4 5 90 7 9 5 80 100 60 200 600 90 1 9 8 7 5 40 40 30 60 40 70 60 20 600 4 5 100 5 4 60 40 40 100 600 40 1 9 100 40 4 5 5 30 600 70 5 60 600 200 30 70 9 20 90 100 9 100 60 40 9 10 1 100 60 200 20 1 60 5 10 40 600 40 100 4 5 9 200 80 600 60 100 5 200 70 5 1 200 100 3 60 40 70 100 200 60 9 5 100 60 40 1 40 1 200 100 60 90 1 40 5 100 60 7 80 60 60 200 70 80 9 90 9 30 1 30 9 10 60 200 40 20 5 3 5 90 60 9 90 60 8 5 60 100 1 2 400 9 5 40 10 1 5 90 2 1 200 100 70 1 90 7 40 3 80 1 40 7 20 9 20 1 30 40 1 100 Total: 14877 = 3 x 3 x 3 x 19 x 29. 7.12.1.2.3.1.4.4.1.6.2.2 Even positioned groups of 3 from 7.12.1.8.6.1: 60 90 100 9 7 90 200 100 600 1 30 70 40 1 5 60 4 600 60 9 90 600 40 20 5 8 40 5 90 600 9 100 60 1 40 70 1 80 400 5 9 90 5 3 40 200 10 80 1 200 100 7 3 5 4 5 5 200 5 9 90 100 60 90 7 30 7 3 30 5 9 70 40 100 60 9 80 9 40 5 9 20 200 90 9 40 60 1 100 60 80 9 90 20 5 3 9 60 200 1 90 60 90 5 9 1 7 30 100 60 40 7 90 60 8 7 100 3 60 40 100 7 90 600 20 5 9 5 30 90 1 40 100 200 70 1 20 50 200 100 600 200 80 600 40 4 9 200 2 1 40 9 100 5 30 5 60 9 90 100 9 90 100 7 80 1 200 1 60 40 100 5 80 1 9 10 60 200 10 1 9 1 80 80 5 9 9 70 80 6 60 40 600 1 70 1 40 100 7 40 600 1 40 5 7 20 9 60 200 9 9 30 5 Total: 15447 = 3 x 19 x 271. 7.12.1.2.3.1.4.4.2 Odd positioned groups of 47 from 7.12.1.8.6.1: 9 5 8 40 5 9 70 5 90 600 40 5 70 9 100 60 60 40 4 1 40 70 5 90 7 1 80 400 9 5 80 5 9 90 100 60 200 5 3 40 600 90 1 200 10 80 9 1 9 100 40 100 60 40 4 5 9 80 9 5 30 600 40 5 9 70 5 60 20 200 90 600 200 30 9 40 60 70 9 20 1 100 60 90 100 9 80 9 90 100 60 40 20 5 60 40 200 70 5 100 7 90 1 200 100 600 20 5 3 60 40 9 5 30 70 100 200 90 1 40 60 9 5 100 200 70 100 60 40 1 20 50 1 40 1 200 100 600 200 100 60 40 1 200 1 20 5 3 60 40 100 5 90 60 5 80 1 9 90 60 9 10 60 8 5 60 200 10 1 100 1 2 9 1 80 400 9 5 80 5 9 40 10 1 9 70 80 5 Total: 13224 = 2 x 2 x 2 x 3 x 19 x 29. 7.12.1.2.3.1.4.4.2.1 Even positioned groups of 47 from 7.12.1.8.6.1: 60 90 100 9 70 60 9 7 90 9 40 1 200 100 600 10 1 10 1 30 70 5 20 600 40 1 5 90 1 70 60 4 600 90 60 200 60 9 90 1 200 100 600 40 20 100 1 8 7 1 200 100 5 40 40 7 3 5 30 60 40 4 5 5 70 60 20 200 5 9 600 4 5 90 100 60 100 5 4 90 7 30 60 40 40 7 3 30 100 600 40 5 9 70 3 9 10 1 9 60 200 100 60 200 1 90 60 20 1 60 90 5 9 5 10 40 1 7 30 600 40 100 100 60 40 4 5 9 7 90 60 200 80 600 8 7 100 60 100 5 3 200 80 600 90 1 40 40 4 9 5 100 60 200 2 1 7 80 60 40 9 100 60 200 70 5 30 5 80 9 90 60 9 90 9 30 1 100 9 90 30 9 10 100 7 80 60 200 90 2 6 60 40 1 200 100 600 1 70 70 1 90 1 40 100 7 40 3 7 40 600 80 1 40 1 40 5 7 20 9 7 20 9 20 1 30 60 200 9 40 1 100 9 30 5 Total: 17100 = 2 x 2 x 3 x 3 x 5 x 5 x 19. SF: 39 = 3 x 13. 7.12.1.2.3.1.4.4.2.2 Odd positioned groups of 2 from 7.12.1.8.6.2: 60 200 70 5 40 5 20 5 200 90 90 10 100 60 4 600 100 9 90 9 90 10 80 5 9 1 90 5 60 200 9 60 20 9 40 100 20 9 7 90 9 10 60 9 80 9 100 9 80 9 70 80 60 200 1 20 40 10 1 40 1 100 400 20 30 9 5 70 40 600 200 40 60 40 80 1 1 8 90 4 7 3 40 4 1 70 9 1 60 9 60 3 5 40 400 60 60 90 200 4 200 9 9 90 5 100 9 100 60 100 70 2 40 200 80 1 100 1 90 100 100 1 40 100 5 30 100 5 1 9 2 100 5 9 200 100 90 100 10 5 50 5 90 1 100 5 5 1 60 20 40 100 10 20 300 7 200 4 1 9 9 100 1 8 5 40 5 90 100 600 1 9 80 9 40 7 9 60 9 100 7 8 5 10 60 90 30 30 5 600 5 80 9 4 4 5 60 5 7 40 90 600 100 2 90 5 600 40 1 2 8 1 3 10 5 20 Total: 13832 = 2 x 2 x 2 x 7 x 13 x 19. 7.12.1.2.3.1.4.4.2.2.1 Even positioned groups of 2 from 7.12.1.8.6.2: 1 30 20 600 9 90 3 60 60 200 1 9 40 10 60 9 40 5 40 1 1 9 3 5 8 7 60 9 40 100 70 40 8 60 5 300 10 30 5 9 1 9 300 1 40 60 70 5 1 600 60 90 4 5 9 1 1 100 5 40 600 60 5 90 60 40 9 5 40 60 1 200 2 1 2 2 5 9 5 60 100 600 200 60 60 5 200 100 90 60 60 30 60 40 200 100 100 60 100 60 8 5 70 70 60 70 1 100 5 1 2 1 40 300 3 90 60 9 80 1 9 1 5 90 70 40 90 400 80 5 5 90 90 1 5 9 7 40 300 5 4 200 40 1 90 4 200 100 20 60 5 90 80 60 100 60 9 10 5 70 60 40 7 30 60 9 1 200 40 10 40 100 90 9 30 4 90 5 60 200 90 4 1 9 5 30 1 100 200 100 40 5 9 60 5 10 70 9 5 600 40 1 60 7 40 60 1 90 1 400 30 5 1 100 9 70 Total: 13889 = 17 x 19 x 43. 7.12.1.2.3.1.4.4.2.2.2 Odd positioned groups of 24 from 7.12.1.8.6.2: 100 60 40 10 4 600 60 9 100 9 40 5 90 9 40 1 90 10 1 9 80 5 3 5 20 9 10 30 7 90 5 9 9 10 1 9 60 9 300 1 80 9 40 60 100 9 70 5 1 100 600 60 400 20 5 90 30 9 60 40 5 70 9 5 40 600 40 60 200 40 1 200 1 70 60 5 9 1 200 100 60 9 90 60 60 3 60 30 5 40 60 40 400 60 200 100 60 100 5 1 70 2 2 1 40 200 40 300 80 1 3 90 100 1 60 9 90 100 80 1 5 9 90 1 200 100 5 9 90 100 7 40 10 5 300 5 50 5 4 200 90 1 40 1 200 4 9 10 1 9 5 70 9 100 60 40 1 8 7 30 5 40 60 9 5 90 1 200 7 8 90 4 5 10 1 9 60 90 5 30 30 30 1 100 5 600 200 100 5 80 40 5 90 5 40 60 600 40 1 90 1 2 1 400 8 1 30 5 3 10 1 100 5 20 9 70 Total: 13623 = 3 x 19 x 239. 7.12.1.2.3.1.4.4.2.3 Even positioned groups of 24 from 7.12.1.8.6.2: 60 200 1 30 70 5 20 600 40 5 9 90 20 5 3 60 200 90 60 200 90 10 1 9 9 1 8 7 90 5 60 9 60 200 40 100 9 60 70 40 20 9 8 60 40 100 5 300 80 9 1 600 70 80 60 90 60 200 4 5 1 20 9 1 40 10 1 100 1 40 5 40 60 40 2 1 80 1 2 2 1 8 5 9 90 4 5 60 7 3 100 600 40 4 200 60 60 90 100 60 200 4 100 60 200 9 8 5 9 90 70 70 5 100 60 70 9 100 1 100 100 1 9 1 40 100 5 90 5 30 70 40 100 5 90 400 1 9 80 5 2 100 5 90 100 5 90 4 5 1 200 100 60 20 20 60 40 100 5 90 10 20 80 60 300 7 100 60 100 600 40 10 1 9 40 100 80 9 90 9 40 7 30 4 9 60 90 5 9 100 60 200 9 4 9 60 4 5 5 10 60 5 70 9 7 40 5 600 90 600 40 1 100 2 60 7 Total: 14098 = 2 x 7 x 19 x 53. 7.12.1.2.3.1.4.4.2.4 Odd positioned groups of 1 from 7.12.1.8.7.3: 5 60 90 40 200 600 1 60 90 100 9 60 600 60 90 40 1 9 5 1 60 8 60 40 60 100 40 200 8 1 8 90 100 9 9 1 70 80 2 20 90 200 60 5 8 200 1 5 40 60 7 5 60 1 9 400 40 5 60 5 5 30 60 5 9 7 9 60 2 80 2 1 100 40 5 40 200 1 60 200 600 30 40 200 70 9 90 9 40 5 60 200 5 90 500 90 5 1 1 5 200 5 1 100 9 100 40 1 1 2 100 4 50 1 200 60 10 9 60 200 5 4 9 40 1 5 70 200 1 100 90 9 9 1 1 100 5 5 200 1 1 100 30 20 60 100 90 20 80 40 1 100 100 9 40 30 100 90 60 10 40 200 100 90 1 90 60 600 90 90 40 5 200 60 5 200 60 100 90 5 1 600 3 1 30 100 600 100 90 3 40 100 5 9 1 1 100 40 20 3 40 20 7 9 1 1 1 1 8 Total: 14465 = 5 x 11 x 263. 7.12.1.2.3.1.5 Even positioned groups of 1 from 7.12.1.8.7.3: 3 200 9 1 100 10 10 200 5 1 1 4 90 200 9 1 90 20 9 100 200 5 200 100 200 60 90 40 20 90 7 5 1 60 100 90 1 1 60 1 1 100 200 3 1 30 6 9 100 40 3 30 40 20 1 60 4 100 100 4 90 9 40 70 90 30 100 40 1 1 2 40 60 4 9 1 100 70 20 90 200 9 60 40 60 7 600 7 20 3 200 30 9 60 5 8 10 9 70 20 90 40 200 60 90 60 2 80 2 1 7 5 9 1 100 200 1 3 40 70 100 1 600 10 9 30 100 90 40 5 5 90 50 40 200 600 50 4 90 40 200 60 5 20 40 5 10 7 60 9 40 60 1 30 9 1 9 30 40 9 60 40 5 100 90 60 30 40 600 60 90 1 100 40 9 9 40 5 30 100 100 40 80 30 1 5 40 60 5 5 5 60 70 70 90 40 7 3 5 600 7 9 20 20 30 90 2 400 1 Total: 12804 = 2 x 2 x 3 x 11 x 97. 7.12.1.2.3.1.6 Odd positioned groups of 3 from 7.12.1.9.1.1: 200 100 60 9 60 100 5 70 1 7 40 400 200 4 1 5 40 5 200 10 1 7 3 1 1 200 100 30 5 40 5 5 200 1 40 8 60 30 600 60 200 100 3 3 1 90 1 100 1 9 5 40 100 5 90 100 60 60 200 10 20 7 70 40 90 100 80 9 90 60 100 1 100 9 1 1 70 20 8 600 100 8 5 40 60 30 600 90 60 40 200 100 60 200 9 1 60 200 90 80 60 200 9 600 70 60 40 100 5 100 1 3 80 1 20 5 3 20 20 60 90 600 90 5 9 2 20 5 200 80 1 7 90 100 1 200 10 1 90 100 5 100 60 40 40 80 200 8 600 40 200 3 1 9 8 5 9 30 9 90 100 90 1 200 80 40 100 5 100 600 600 Total: 14212 = 2 x 2 x 11 x 17 x 19. 7.12.1.2.3.2 Even positioned groups of 3 from 7.12.1.9.1.1: 7 40 1 200 10 1 5 5 40 9 40 100 20 1 30 10 1 9 4 200 60 9 1 70 3 60 40 60 40 5 60 9 4 80 60 40 80 600 70 40 1 100 60 40 7 80 5 200 60 200 10 20 8 60 90 5 9 40 60 90 7 8 5 9 5 9 1 30 5 1 40 100 9 30 1 1 200 40 7 80 600 60 80 7 200 70 60 40 90 600 90 5 1 40 5 9 70 60 100 100 1 200 60 30 60 1 9 6 5 90 30 100 600 40 600 40 5 60 40 1 200 90 5 5 1 9 1 90 9 90 9 90 20 5 200 200 80 60 9 70 9 200 90 60 8 5 60 90 1 90 200 40 1 80 60 100 60 200 5 200 9 60 200 90 100 600 8 5 90 1 200 Total: 12287 = 11 x 1117. 7.12.1.2.3.2.1 Odd positioned groups of 6 from 7.12.1.9.1.1: 200 10 1 9 60 100 9 40 100 7 40 400 10 1 9 5 40 5 9 1 70 7 3 1 60 40 5 30 5 40 80 60 40 1 40 8 40 1 100 60 200 100 80 5 200 90 1 100 20 8 60 40 100 5 40 60 90 60 200 10 9 5 9 40 90 100 1 40 100 60 100 1 1 200 40 1 70 20 60 80 7 8 5 40 40 90 600 90 60 40 40 5 9 200 9 1 100 1 200 80 60 200 1 9 6 60 40 100 100 600 40 3 80 1 60 40 1 20 20 60 5 1 9 5 9 2 90 9 90 80 1 7 200 80 60 200 10 1 200 90 60 100 60 40 90 1 90 8 600 40 80 60 100 9 8 5 200 9 60 90 100 90 600 8 5 40 100 5 Total: 11176 = 2 x 2 x 2 x 11 x 127. 7.12.1.2.3.2.1.1 Even positioned groups of 6 from 7.12.1.9.1.1: 7 40 1 200 100 60 5 5 40 5 70 1 20 1 30 200 4 1 4 200 60 200 10 1 3 60 40 1 200 100 60 9 4 5 5 200 80 600 70 60 30 600 60 40 7 3 3 1 60 200 10 1 9 5 90 5 9 90 100 60 7 8 5 20 7 70 1 30 5 80 9 90 9 30 1 100 9 1 7 80 600 8 600 100 200 70 60 60 30 600 90 5 1 200 100 60 70 60 100 60 200 90 60 30 60 9 600 70 5 90 30 5 100 1 600 40 5 20 5 3 200 90 5 90 600 90 1 90 9 20 5 200 20 5 200 90 100 1 9 70 9 90 100 5 8 5 60 40 80 200 200 40 1 200 3 1 60 200 5 9 30 9 200 90 100 1 200 80 90 1 200 100 600 600 Total: 15323 = 7 x 11 x 199. SF: 217 = 7 x 31. 7.12.1.2.3.2.1.2 Odd positioned groups of 19 from 7.12.1.9.1.1: 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 5 4 200 30 5 40 60 9 4 5 5 200 80 60 40 1 40 8 80 600 70 60 100 60 200 10 1 9 5 20 8 60 40 100 5 90 5 9 90 100 60 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 70 1 9 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 1 9 5 9 2 1 90 9 20 5 200 90 9 90 80 1 7 20 5 100 60 40 8 5 60 40 80 200 90 1 90 8 600 40 200 40 1 200 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 Total: 13640 = 2 x 2 x 2 x 5 x 11 x 31. 7.12.1.2.3.2.1.3 Even positioned groups of 19 from 7.12.1.9.1.1: 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 9 60 200 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 40 5 30 600 40 1 100 60 200 100 60 40 7 3 3 1 80 5 200 90 1 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 60 9 600 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 600 90 5 200 90 100 1 200 80 60 200 10 1 9 70 9 90 100 5 200 90 60 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 Total: 12859 = 7 x 11 x 167. 7.12.1.2.3.2.1.4 Odd positioned groups of 114 from 7.12.1.9.1.1: 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 9 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 5 4 200 60 200 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 40 5 30 5 40 60 9 4 5 5 200 80 60 40 1 40 8 80 600 70 60 30 600 40 1 100 60 200 100 60 40 7 3 3 1 80 5 200 90 1 100 60 200 10 1 9 5 20 8 60 40 100 5 90 5 9 90 100 60 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 600 90 5 1 9 5 9 2 1 90 9 20 5 200 90 9 90 80 1 7 20 5 200 90 100 1 200 80 60 200 10 1 9 70 9 90 100 5 200 90 60 100 60 40 8 5 60 40 80 200 90 1 90 8 600 40 200 40 1 200 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 Total: 17094 = 2 x 3 x 7 x 11 x 37. 7.12.1.2.3.2.2 Even positioned groups of 114 from 7.12.1.9.1.1: 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 60 9 600 70 1 9 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 Total: 9405 = 3 x 3 x 5 x 11 x 19. 7.12.1.2.3.2.2.1 Odd positioned groups of 1 from 7.12.1.9.2.1: 1 60 5 1 100 40 20 40 7 90 5 1 100 90 100 300 40 40 50 1 3 40 70 100 90 40 5 5 70 5 70 200 1 100 90 9 1 100 50 40 200 600 50 4 90 40 200 60 90 60 100 200 600 1 5 5 400 40 40 1 7 60 90 1 80 40 200 80 90 40 5 4 1 100 40 9 100 200 80 300 100 200 9 30 80 90 10 8 30 40 9 100 80 200 1 30 5 7 60 100 90 90 9 9 90 10 5 9 40 1 5 90 50 200 1 1 100 40 1 20 3 40 5 60 60 5 100 200 5 200 1 1 7 30 1 5 40 1 70 5 2 100 80 100 10 100 2 100 40 40 70 100 100 40 9 5 5 1 100 40 9 5 5 4 6 40 200 600 70 4 5 40 100 40 80 40 40 2 7 5 60 60 9 1 9 5 3 1 5 9 10 9 200 5 90 80 30 40 9 5 40 200 60 60 4 20 9 60 5 Total: 12826 = 2 x 11 x 11 x 53. SF: 77 = 7 x 11. 7.12.1.2.3.2.2.1.1 Even positioned groups of 1 from 7.12.1.9.2.1: 3 40 70 200 60 60 7 100 40 20 50 40 5 90 5 1 60 5 1 9 60 200 5 7 1 100 90 30 9 30 100 90 40 5 5 90 200 60 1 1 100 5 5 200 1 1 100 9 100 90 1 80 90 9 50 80 60 9 1 80 100 40 100 200 60 1 200 600 1 100 90 5 200 60 4 5 60 70 60 7 60 4 5 5 9 9 1 7 5 60 5 7 60 40 200 30 40 40 200 60 5 100 40 7 5 4 50 600 10 9 9 5 5 600 90 200 600 10 9 5 60 100 90 9 90 9 60 8 60 10 100 2 8 30 100 600 10 9 80 90 200 5 90 9 1 1 1 600 200 1 60 60 60 5 8 20 9 200 60 5 70 40 9 9 60 1 100 1 60 5 10 1 7 600 1 1 5 60 90 40 30 200 40 100 30 5 10 100 20 70 1 5 8 600 4 1 600 5 90 5 1 100 40 9 5 60 70 9 20 Total: 14762 = 2 x 11 x 11 x 61. 7.12.1.2.3.2.2.1.2 Odd positioned groups of 19 from 7.12.1.9.2.1: 20 5 50 1 40 100 5 90 90 100 5 300 1 40 60 40 5 50 1 9 5 30 70 100 200 90 1 40 100 5 90 5 9 90 1 200 100 60 9 90 100 60 90 100 1 200 80 600 90 1 9 5 50 5 80 400 60 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 5 10 4 5 50 9 600 40 10 1 9 5 9 90 5 50 5 200 600 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 90 100 9 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 60 40 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 Total: 13684 = 2 x 2 x 11 x 311. 7.12.1.2.3.2.2.2 Even positioned groups of 19 from 7.12.1.9.2.1: 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 9 40 1 1 80 7 100 60 40 90 100 1 200 80 60 40 1 200 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 30 30 5 40 7 40 60 200 100 60 90 5 90 100 9 40 9 7 90 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 70 5 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 90 5 40 60 10 1 9 5 200 8 5 600 90 4 80 1 30 600 40 5 9 90 5 Total: 13904 = 2 x 2 x 2 x 2 x 11 x 79. SF: 98 = 2 x 7 x 7. 7.12.1.2.3.2.2.2.1 Odd positioned groups of 1 from 7.12.1.9.2.2: 1 1 60 100 90 60 9 90 200 5 200 60 70 80 5 7 1 1 100 90 5 1 7 1 100 200 1 10 20 1 100 20 3 40 5 400 9 5 9 100 70 60 5 90 7 10 300 20 1 1 100 40 1 30 100 1 200 40 200 7 1 60 60 60 1 9 9 60 20 3 30 40 40 60 3 8 100 200 1 20 40 5 10 7 60 9 9 10 9 70 100 40 30 100 90 70 40 100 90 5 1 7 1 100 200 9 40 60 5 100 200 60 40 1 30 40 9 2 1 300 30 200 1 100 100 9 9 7 5 1 90 9 60 90 5 1 60 1 400 5 5 90 30 5 200 60 60 4 40 100 9 600 30 40 200 60 70 70 9 5 5 9 4 200 60 1 60 20 90 1 60 60 70 70 90 40 7 3 40 600 600 40 20 7 9 1 1 1 1 8 600 600 1 60 90 40 5 5 5 60 40 20 90 90 5 50 200 10 9 5 1 7 9 90 600 600 1 100 40 Total: 14916 = 2 x 2 x 3 x 11 x 113. 7.12.1.2.3.2.2.2.2 Even positioned groups of 1 from 7.12.1.9.2.2: 20 2 40 5 100 40 7 60 40 1 100 40 5 9 8 10 40 200 600 10 300 20 90 200 60 10 9 1 40 200 600 5 60 100 90 1 80 2 5 200 100 40 9 100 40 5 1 90 40 200 60 100 9 1 9 1 100 10 80 40 9 40 40 30 100 90 70 40 5 60 5 60 3 20 60 1 60 2 20 60 100 90 20 80 40 60 90 1 5 9 60 9 1 9 30 1 600 7 10 300 20 90 200 60 1 600 100 100 90 1 80 200 100 9 5 60 5 20 90 7 60 40 200 40 80 90 40 30 80 9 60 10 4 4 10 9 9 80 9 80 9 5 40 1 100 40 200 200 1 1 90 90 5 1 100 200 5 60 8 40 70 60 1 100 10 9 9 7 100 9 9 5 9 1 1 100 40 7 5 90 600 7 9 20 20 30 90 2 400 1 100 40 10 200 1 100 90 20 3 60 70 7 1 100 60 60 90 1 70 100 9 20 1 90 90 40 200 60 Total: 14234 = 2 x 11 x 647. 7.12.1.2.3.2.2.3 Odd positioned groups of 133 from 7.12.1.9.2.3: 20 5 50 1 40 100 5 90 90 100 5 300 1 40 60 40 5 50 1 90 10 5 300 1 20 7 90 1 200 100 60 200 10 1 9 10 1 20 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 9 90 100 60 90 100 1 200 80 600 90 1 9 5 50 5 80 400 60 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 70 5 60 4 1 200 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 40 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 600 100 600 40 1 10 60 200 90 1 40 100 5 90 5 20 5 3 60 10 1 9 5 200 8 5 600 90 4 80 1 30 600 40 5 9 90 5 Total: 18337 = 11 x 1667. 7.12.1.2.3.2.2.4 Even positioned groups of 133 from 7.12.1.9.2.3: 100 60 200 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 30 30 5 40 7 40 60 200 100 60 90 5 90 100 9 40 9 7 90 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 40 100 1 9 5 10 4 5 50 9 600 40 10 1 9 5 9 90 5 50 5 200 600 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 Total: 8745 = 3 x 5 x 11 x 53. 7.12.1.2.3.2.3 Odd positioned groups of 8 from 7.12.1.9.2.4: 1 20 1 2 60 40 100 5 200 40 5 1 3 60 40 5 7 40 100 7 40 90 1 200 8 7 10 1 40 1 200 100 3 60 40 100 5 90 400 1 100 200 90 1 40 100 5 90 5 100 200 70 100 60 40 5 1 20 40 10 200 80 7 40 1 100 9 90 9 40 9 40 100 1 200 80 60 40 1 200 5 40 60 40 3 60 20 3 9 5 70 9 100 60 40 9 1 8 7 30 5 40 60 9 200 70 1 40 600 100 7 90 200 100 60 200 30 5 40 60 30 60 200 40 1 200 100 1 9 20 5 3 60 40 100 5 40 7 30 5 80 1 9 90 200 100 60 40 60 200 4 200 90 100 9 10 1 100 1 2 60 100 60 30 5 40 1 200 8 5 40 5 70 9 60 5 7 40 3 7 40 5 600 90 1 40 1 40 5 2 60 7 9 7 20 9 20 1 30 1 40 70 20 7 90 1 90 100 9 70 5 40 1 200 100 60 70 60 9 5 20 5 100 1 90 600 40 1 200 100 60 40 Total: 13574 = 2 x 11 x 617. SF: 630 = 2 x 3 x 3 x 5 x 7. 7.12.1.2.3.2.4 Even positioned groups of 8 from 7.12.1.9.2.4: 90 100 60 40 9 7 90 60 70 1 200 100 60 40 60 20 100 60 40 70 5 80 9 5 600 40 1 200 100 600 20 5 9 80 5 2 9 5 30 70 5 9 90 1 200 100 60 9 9 90 100 7 40 10 5 300 1 9 60 40 60 40 60 30 1 1 80 7 100 60 40 90 70 60 40 20 5 3 60 30 60 8 1 60 9 90 10 1 30 1 100 9 90 30 9 10 5 100 7 80 60 200 40 1 10 5 300 1 20 7 90 1 9 5 2 20 1 90 300 7 90 1 200 100 600 40 10 1 90 60 40 100 80 9 90 9 60 9 10 60 4 40 5 1 40 1 100 1 9 90 600 90 1 100 600 40 200 40 1 70 100 60 200 70 5 70 60 9 70 9 70 1 90 1 40 100 600 40 1 100 7 40 600 80 90 5 40 60 600 40 7 20 90 1 2 1 400 8 1 60 5 60 50 60 200 90 10 1 40 60 9 4 5 20 60 9 9 7 20 9 1 90 90 600 Total: 16082 = 2 x 11 x 17 x 43. 7.12.1.2.3.3 Odd positioned groups of 1 from 7.12.1.9.2.5: 50 40 200 600 50 4 90 40 200 60 1 1 100 40 1 30 100 1 200 9 100 90 1 80 90 9 50 80 60 10 80 40 9 40 40 30 100 90 40 40 1 7 60 90 1 80 40 200 60 20 3 30 40 40 60 3 8 200 600 1 100 90 5 200 60 4 5 60 2 20 60 100 90 20 80 40 100 200 80 300 100 200 9 30 80 90 60 5 100 200 5 200 1 1 7 90 5 1 60 1 400 5 5 90 30 30 100 600 10 9 80 90 200 5 40 1 100 40 200 200 1 1 90 90 100 10 100 2 100 40 40 70 100 30 40 200 60 70 70 9 5 5 9 60 5 8 20 9 200 60 5 70 60 1 100 10 9 9 7 100 9 9 5 4 6 40 200 600 70 4 5 Total: 12463 = 11 x 11 x 103. 7.12.1.2.3.3.1 Even positioned groups of 1 from 7.12.1.9.2.5: 1 1 100 5 5 200 1 1 100 90 40 200 60 100 9 1 9 1 100 90 60 100 200 600 1 5 5 400 40 200 7 1 60 60 60 1 9 9 9 1 80 100 40 100 200 60 1 70 40 5 60 5 60 3 20 60 1 80 90 40 5 4 1 100 40 9 100 200 1 20 40 5 10 7 60 9 60 70 60 7 60 4 5 5 9 9 90 9 60 8 60 10 100 2 8 4 10 9 9 80 9 80 9 5 30 1 5 40 1 70 5 2 100 80 5 200 60 60 4 40 100 9 600 90 9 1 1 1 600 200 1 60 60 5 1 100 200 5 60 8 40 70 100 40 9 5 5 1 100 40 9 5 4 200 60 1 60 20 90 1 60 40 9 9 60 1 100 1 60 5 10 Total: 9548 = 2 x 2 x 7 x 11 x 31. 7.12.1.2.3.3.2 Odd positioned groups of 9 from 7.12.1.9.3.1: 40 9 7 90 60 200 40 5 9 80 9 60 40 90 200 40 7 3 9 10 1 20 1 30 60 40 5 200 100 60 200 10 1 40 5 70 20 5 3 60 40 100 5 90 400 1 10 1 9 5 40 5 4 200 1 9 30 1 100 9 1 1 200 5 9 90 100 60 70 60 40 20 60 20 3 60 8 1 1 200 100 90 1 40 100 60 100 1 9 30 9 5 100 7 80 60 200 40 1 1 9 5 70 5 8 7 10 1 90 5 50 5 200 600 40 200 30 1 70 60 80 5 200 90 100 1 200 100 600 40 10 1 9 20 5 90 30 5 100 1 100 600 40 3 10 1 9 70 80 5 90 2 200 8 600 40 200 40 1 200 100 60 200 100 60 40 5 9 60 9 20 90 100 1 200 80 600 8 5 40 9 20 1 30 1 90 1 2 1 5 90 100 9 8 5 5 30 60 50 60 200 90 10 1 9 70 5 1 30 600 5 70 60 9 4 600 100 1 9 7 20 9 1 90 90 Total: 14949 = 3 x 3 x 11 x 151. SF: 168 = 2 x 2 x 2 x 3 x 7. 7.12.1.2.3.3.2.1 Even positioned groups of 9 from 7.12.1.9.3.1: 90 100 60 70 80 1 9 100 600 1 3 60 200 100 60 200 10 1 40 100 7 4 5 50 9 1 1 1 9 50 1 40 1 200 100 600 1 9 80 5 2 1 90 9 20 90 1 40 1 200 100 60 40 100 100 60 200 8 60 40 100 5 90 5 3 60 30 5 40 60 40 3 60 40 4 9 5 30 5 80 9 1 100 9 1 1 200 100 60 200 200 100 60 40 5 10 5 9 10 40 5 70 40 10 1 9 5 9 600 40 60 9 4 5 70 1 80 90 10 5 300 1 20 1 90 1 3 60 40 100 5 90 60 10 1 80 1 30 30 1 100 5 600 40 100 5 80 40 80 200 90 1 90 40 5 9 8 5 20 5 9 1 7 90 100 1 9 60 9 90 200 100 5 90 1 200 100 600 600 40 400 8 1 40 9 100 60 200 100 200 8 5 90 1 90 100 5 60 80 9 8 5 9 90 10 1 20 30 5 40 5 9 5 80 400 5 600 90 600 40 1 200 100 60 40 Total: 16016 = 2 x 2 x 2 x 2 x 7 x 11 x 13. SF: 39 = 3 x 13. 7.12.1.2.3.3.2.2 Odd positioned groups of 6 from 7.12.1.9.3.2: 60 200 7 3 5 30 80 1 20 1 2 60 40 5 70 1 200 100 100 7 40 90 70 5 9 5 10 4 200 90 5 100 7 90 1 40 80 60 90 8 5 40 9 50 1 40 1 200 200 90 1 40 1 200 400 20 1 30 200 4 3 1 3 60 40 1 90 100 60 90 100 1 40 60 90 60 200 10 9 5 9 40 90 100 40 100 5 90 4 5 200 5 2 1 20 60 40 10 1 9 10 1 1 40 600 100 7 90 90 1 200 100 60 200 9 1 40 1 200 100 5 2 20 1 90 300 200 100 60 40 10 9 60 9 600 90 4 5 80 400 9 5 80 5 9 6 60 40 100 5 60 40 1 20 20 60 5 40 5 1 200 100 70 5 3 1 80 60 5 9 30 9 200 9 200 100 60 10 1 9 90 60 200 90 300 600 20 7 20 5 3 600 5 30 60 200 9 40 3 10 1 100 5 20 40 5 90 4 5 100 200 100 60 40 60 9 60 9 5 20 5 3 Total: 14344 = 2 x 2 x 2 x 11 x 163. 7.12.1.2.3.3.2.2.1 Even positioned groups of 6 from 7.12.1.9.3.2: 9 600 100 1 9 100 60 40 60 90 70 1 40 100 5 90 100 60 60 40 60 20 7 40 9 80 1 40 10 1 9 3 60 40 200 70 100 5 90 5 30 70 1 200 100 60 200 5 100 600 5 50 5 4 100 60 40 100 7 40 10 1 9 1 70 7 200 100 60 40 5 9 200 80 600 90 1 9 7 8 5 20 7 70 1 200 80 600 90 1 90 30 60 40 30 60 40 10 20 7 80 60 8 7 30 5 40 60 10 5 300 1 20 7 100 7 40 1 9 100 60 30 5 40 60 9 7 30 60 200 40 1 40 60 200 40 100 5 10 1 9 60 9 1 9 90 5 30 70 1 600 40 5 20 5 3 200 90 5 90 600 90 60 40 60 200 4 200 100 9 8 5 60 200 60 90 100 60 4 1 90 5 40 60 9 7 40 7 30 5 3 1 40 7 20 9 7 20 1 100 9 30 5 5 9 70 5 90 100 9 100 9 6 5 40 1 4 5 20 60 9 70 60 40 1 300 5 90 Total: 14069 = 11 x 1279. 7.12.1.2.3.3.2.2.2 Odd positioned groups of 30 from 7.12.1.9.3.2: 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 90 70 1 80 1 20 1 2 60 40 100 5 90 100 60 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 80 60 90 8 5 40 1 200 100 60 200 5 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 40 5 9 90 100 60 90 100 1 200 80 600 90 1 9 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 200 40 1 200 100 60 40 10 9 40 60 200 40 100 5 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 3 60 40 1 300 5 90 Total: 15334 = 2 x 11 x 17 x 41. 7.12.1.2.3.3.2.3 Even positioned groups of 30 from 7.12.1.9.3.2: 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 100 7 40 400 20 1 30 200 4 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 70 1 9 6 60 40 100 5 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 60 4 1 200 100 60 10 1 9 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 Total: 13079 = 11 x 29 x 41. 7.12.1.2.3.3.2.4 Odd positioned groups of 48 from 7.12.1.9.3.3: 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 80 60 90 8 5 40 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 100 7 40 40 100 5 90 4 5 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 200 40 1 200 100 60 40 5 10 5 9 10 7 30 60 200 40 1 200 100 60 40 10 9 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 70 1 9 6 60 40 100 5 90 30 5 100 1 100 1 9 60 9 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 40 1 2 1 400 8 1 40 9 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 Total: 13343 = 11 x 1213. 7.12.1.2.3.3.2.5 Even positioned groups of 48 from 7.12.1.9.3.3: 40 5 9 90 100 60 70 80 1 9 100 600 80 9 60 40 90 200 40 7 3 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 4 5 50 9 1 1 200 100 60 200 10 1 400 20 1 30 200 4 1 10 1 9 5 40 200 100 60 40 5 9 90 100 60 90 100 1 200 80 600 90 1 9 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 5 3 60 1 9 5 70 5 8 7 10 1 40 5 70 1 40 600 100 7 90 10 5 300 1 20 7 9 4 5 70 1 80 1 70 60 80 5 200 60 30 5 40 60 9 5 2 20 1 90 300 200 90 5 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 40 5 9 200 100 60 10 1 9 60 9 20 7 90 100 5 30 60 200 9 40 1 100 9 30 5 5 5 9 90 10 1 20 1 30 600 5 70 60 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 3 Total: 15796 = 2 x 2 x 11 x 359. 7.12.1.2.3.3.2.5.1 Last half of 234 from 7.12.1.9.3.4: 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 600 40 60 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 10 1 600 40 3 80 1 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 600 40 5 20 5 3 60 40 1 20 20 60 8 5 20 5 9 1 200 100 60 40 5 9 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 60 4 1 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 9 20 1 30 1 90 3 10 1 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 80 9 8 60 40 1 300 5 90 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 17094 = 2 x 3 x 7 x 11 x 37. 7.12.1.2.3.3.2.5.2 First half of 234 from 7.12.1.9.3.4: 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 90 70 1 80 1 20 1 2 60 40 100 5 90 100 60 40 9 7 90 60 200 100 7 40 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 200 100 60 200 10 1 9 10 1 20 1 30 60 40 5 40 100 7 1 200 100 60 200 5 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 60 40 100 5 90 400 1 9 80 5 2 1 90 9 20 5 4 200 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 60 200 10 1 9 1 70 7 3 1 3 60 40 1 30 5 40 60 40 3 60 20 3 60 8 1 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 200 80 600 90 1 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 90 1 200 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 Total: 13145 = 5 x 11 x 239. 7.12.1.2.3.3.2.6 Odd positioned groups of 9 from 7.12.1.9.3.5: 200 100 60 200 10 1 9 10 1 4 5 50 9 1 1 200 100 60 5 100 7 90 1 40 100 5 90 1 200 100 60 200 5 40 5 70 20 5 3 60 40 100 5 90 400 8 60 40 100 5 90 5 9 90 30 5 40 60 40 3 60 20 3 7 8 5 20 7 70 9 5 9 40 100 5 90 4 5 1 200 100 90 1 40 100 60 100 1 9 30 40 10 1 9 5 9 90 5 50 9 4 5 70 1 80 1 70 60 5 2 20 1 90 300 7 30 60 40 60 200 40 100 5 90 100 1 200 100 600 40 10 1 9 20 5 40 80 200 90 1 90 8 600 40 8 5 20 5 9 1 200 100 60 100 9 8 5 60 200 5 9 30 200 100 60 10 1 9 60 9 20 90 100 1 200 80 600 8 5 40 90 1 90 100 5 60 50 60 200 5 9 90 10 1 20 1 30 600 200 100 60 40 60 9 4 5 20 60 40 1 300 5 90 9 4 600 100 1 9 7 20 9 1 90 90 Total: 14234 = 2 x 11 x 647. 7.12.1.2.3.4 Even positioned groups of 9 from 7.12.1.9.3.5: 20 1 30 60 40 5 40 100 7 200 10 1 9 3 60 40 200 70 5 30 70 80 60 90 8 5 40 1 9 50 1 40 1 200 100 600 1 9 80 5 2 1 90 9 20 100 60 70 60 40 20 5 3 60 60 8 1 40 60 90 60 200 10 40 90 100 1 200 80 600 90 1 60 40 4 9 5 30 5 80 9 1 100 9 1 1 200 100 60 200 5 200 600 40 200 30 600 40 60 80 5 200 60 30 5 40 60 9 200 40 1 200 100 60 40 10 9 90 10 5 300 1 20 1 90 1 3 60 40 100 5 90 60 10 1 200 40 1 200 100 60 40 5 9 40 5 9 70 5 3 1 80 60 9 200 9 60 90 100 60 4 1 7 90 100 1 9 60 9 90 200 100 5 90 1 200 100 600 600 40 90 10 1 9 70 5 80 9 8 5 70 60 100 9 6 5 40 1 60 9 70 60 9 5 20 5 3 30 5 40 5 9 5 80 400 5 600 90 600 40 1 200 100 60 40 Total: 16269 = 3 x 11 x 17 x 29. 7.12.1.2.3.4.1 Odd positioned groups of 75 from 7.12.1.9.3.5: 200 100 60 200 10 1 9 10 1 20 1 30 60 40 5 40 100 7 4 5 50 9 1 1 200 100 60 200 10 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 80 60 90 8 5 40 1 200 100 60 200 5 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 100 60 200 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 600 40 60 9 4 5 70 1 80 1 70 60 80 5 200 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 60 4 1 200 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 40 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 Total: 15312 = 2 x 2 x 2 x 2 x 3 x 11 x 29. 7.12.1.2.3.4.1.1 Even positioned groups of 75 from 7.12.1.9.3.5: 60 40 100 5 90 400 1 9 80 5 2 1 90 9 20 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 200 40 1 200 100 60 40 10 9 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 10 1 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 80 9 8 5 9 90 10 1 20 1 30 600 5 70 60 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 3 60 40 1 300 5 90 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 15191 = 11 x 1381. 7.12.1.2.3.4.1.2 Odd positioned groups of 6 from 7.12.1.9.3.6: 60 200 7 3 5 30 80 1 20 1 2 60 40 9 7 90 60 200 70 80 1 9 100 600 40 7 3 1 3 60 60 40 60 20 7 40 9 80 1 40 10 1 9 50 1 40 1 200 200 90 1 40 1 200 400 20 1 30 200 4 5 4 200 90 1 40 1 9 30 1 100 9 10 1 9 1 70 7 200 100 60 40 5 9 200 80 600 90 1 9 200 5 2 1 20 60 40 10 1 9 10 1 9 5 100 7 80 60 40 5 10 5 9 10 7 10 1 40 5 70 10 5 300 1 20 7 100 7 40 1 9 100 60 9 600 90 4 5 80 400 9 5 80 5 9 6 60 40 100 5 600 40 3 80 1 30 10 1 9 70 80 5 600 40 5 20 5 3 200 90 5 90 600 90 60 40 60 200 4 200 90 60 200 90 300 600 20 7 20 5 3 600 9 20 1 30 1 90 40 9 100 60 200 100 5 30 60 200 8 5 1 100 9 30 5 5 9 70 5 90 100 9 Total: 15323 = 7 x 11 x 199. SF: 217 = 7 x 31. 7.12.1.2.3.4.2 Even positioned groups of 6 from 7.12.1.9.3.6: 9 600 100 1 9 100 60 40 60 90 70 1 40 100 5 90 100 60 40 5 9 90 100 60 80 9 60 40 90 200 40 5 70 1 200 100 100 7 40 90 70 5 9 5 10 4 200 90 100 600 5 50 5 4 100 60 40 100 7 40 1 10 1 9 5 40 1 200 100 60 40 100 1 1 200 100 60 200 3 1 3 60 40 1 90 100 60 90 100 1 90 30 60 40 30 60 40 10 20 7 80 60 8 7 30 5 40 60 200 40 1 200 100 60 1 9 5 70 5 8 1 40 600 100 7 90 90 1 200 100 60 200 9 1 40 1 200 100 10 1 9 60 9 1 9 90 5 30 70 1 90 30 5 100 1 100 30 1 100 5 600 40 90 2 200 100 5 80 60 40 1 20 20 60 5 40 5 1 200 100 90 5 40 60 9 7 40 7 30 5 3 1 40 7 20 9 7 20 1 2 1 400 8 1 5 90 100 9 8 5 5 30 60 200 9 40 3 10 1 100 5 20 40 5 90 4 5 100 Total: 13552 = 2 x 2 x 2 x 2 x 7 x 11 x 11. 7.12.1.2.3.4.2.1 Odd positioned groups of 18 from 7.12.1.9.3.6: 80 1 20 1 2 60 40 100 5 90 100 60 40 9 7 90 60 200 40 7 3 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 5 4 200 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 200 100 60 40 5 9 90 100 60 90 100 1 200 80 600 90 1 9 40 10 1 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 7 10 1 40 5 70 1 40 600 100 7 90 10 5 300 1 20 7 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 600 40 3 80 1 30 30 1 100 5 600 40 10 1 9 70 80 5 200 90 5 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 20 7 20 5 3 600 40 7 20 9 7 20 9 20 1 30 1 90 5 30 60 200 8 5 5 30 60 200 9 40 1 100 9 30 5 5 Total: 14784 = 2 x 2 x 2 x 2 x 2 x 2 x 3 x 7 x 11. 7.12.1.2.3.4.2.1.1 Even positioned groups of 18 from 7.12.1.9.3.6: 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 90 70 1 40 5 9 90 100 60 70 80 1 9 100 600 80 9 60 40 90 200 100 7 40 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 100 60 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 1 1 200 100 60 200 10 1 9 1 70 7 3 1 3 60 40 1 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 200 40 1 200 100 60 40 5 10 5 9 10 1 9 5 70 5 8 90 1 200 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 9 90 5 30 70 1 9 6 60 40 100 5 90 30 5 100 1 100 90 2 200 100 5 80 600 40 5 20 5 3 60 40 1 20 20 60 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 5 3 1 1 2 1 400 8 1 40 9 100 60 200 100 5 90 100 9 8 5 3 10 1 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 Total: 14091 = 3 x 7 x 11 x 61. 7.12.1.2.3.4.2.1.1.1 Odd positioned groups of 50 from 7.12.1.9.3.6: 60 40 90 200 40 7 3 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 9 50 1 40 1 200 100 600 5 50 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 40 5 9 90 100 60 90 100 1 200 80 600 90 1 9 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 40 10 20 7 90 1 200 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 5 30 70 1 9 6 60 40 100 5 5 1 200 100 60 40 60 200 4 200 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 9 20 1 30 1 90 1 2 1 400 Total: 12848 = 2 x 2 x 2 x 2 x 11 x 73. 7.12.1.2.3.4.2.1.1.2 Even positioned groups of 50 from 7.12.1.9.3.6: 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 90 70 1 80 1 20 1 2 60 40 100 5 90 100 60 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 9 100 600 80 9 5 4 200 90 1 40 1 200 100 60 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 5 4 200 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 60 200 1 9 10 1 8 7 30 5 40 60 9 5 100 7 80 60 200 40 1 200 100 60 40 5 10 5 9 10 1 9 5 70 5 8 7 10 1 40 5 70 1 40 600 100 7 90 10 5 300 1 90 30 5 100 1 100 600 40 3 80 1 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 600 90 5 40 8 1 40 9 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 Total: 16027 = 11 x 31 x 47. 7.12.1.2.3.4.2.1.2 Odd positioned groups of 16 from 7.12.1.9.4.2: 70 5 80 9 5 8 7 10 1 40 1 10 60 10 10 9 7 10 1 40 5 70 9 100 5 200 100 600 40 9 60 200 10 1 20 1 30 60 40 5 9 90 100 7 40 10 5 300 60 40 1 40 40 1 9 60 40 60 40 60 30 1 200 100 60 40 2 1 20 20 60 40 100 5 90 10 7 80 600 8 9 30 1 100 9 1 30 60 200 5 70 9 100 60 40 9 90 9 20 5 200 90 100 600 60 100 5 90 100 1 200 80 600 40 100 60 40 40 9 90 9 40 7 30 5 80 1 9 200 10 1 100 200 90 100 1 200 80 60 200 60 30 5 9 40 200 200 80 60 200 10 1 9 70 9 90 100 60 200 70 90 600 80 1 90 90 10 60 100 60 9 70 1 90 1 40 1 40 1 40 5 2 60 7 100 600 40 1 10 60 200 90 600 90 4 80 1 30 600 40 10 1 9 20 1 2 600 40 Total: 15609 = 3 x 11 x 11 x 43. 7.12.1.2.3.4.2.1.2.1 Even positioned groups of 16 from 7.12.1.9.4.2: 40 7 40 10 90 90 100 5 300 1 40 60 40 5 5 8 4 1 200 90 1 40 100 5 90 5 9 90 40 100 60 40 1 9 60 100 5 5 40 5 70 1 9 4 5 5 200 80 60 40 7 3 3 1 80 5 100 60 40 90 100 1 200 80 600 100 60 80 7 8 60 300 7 100 60 200 4 9 5 30 30 1 100 9 40 7 40 60 200 100 60 90 5 90 2 1 60 200 600 4 200 60 20 7 90 100 1 9 100 1 20 200 90 600 90 60 40 90 5 1 200 100 100 60 200 8 5 60 2 1 90 9 20 5 200 90 10 1 100 1 2 1 100 600 5 70 60 9 8 5 5 9 4 9 6 60 40 1 200 100 100 7 40 3 40 1 100 7 90 70 5 80 9 4 600 80 1 40 100 9 7 20 9 1 40 300 600 40 5 200 8 5 Total: 13475 = 5 x 5 x 7 x 7 x 11. SF: 35 = 5 x 7. 7.12.1.2.3.4.2.1.2.2 Odd positioned groups of 9 from 7.12.1.9.4.3: 300 1 40 60 40 5 50 1 10 7 10 1 40 5 70 9 100 7 5 200 100 600 40 9 60 200 4 7 40 1 200 100 60 200 10 1 5 50 5 80 400 60 30 5 40 1 40 8 80 600 70 60 40 10 2 1 20 20 60 40 100 5 90 70 20 7 80 600 8 600 100 60 60 200 70 80 60 300 7 100 60 5 90 100 9 40 9 7 90 60 200 90 100 600 40 9 60 200 4 100 1 200 80 60 200 40 100 1 60 30 600 40 90 600 90 60 40 200 9 60 90 5 9 100 60 200 7 8 9 1 70 60 100 60 200 10 1 9 70 9 90 100 5 200 200 70 5 70 60 9 8 5 40 5 9 4 9 6 60 40 1 200 7 40 5 40 1 100 7 40 600 600 40 5 10 5 9 5 90 100 1 40 100 5 90 5 20 5 3 Total: 15618 = 2 x 3 x 19 x 137. SF: 161 = 7 x 23. 7.12.1.2.3.4.2.2 Even positioned groups of 9 from 7.12.1.9.4.3: 1 40 8 600 40 5 70 5 8 90 10 5 300 1 20 7 90 1 1 9 600 40 10 1 9 5 30 9 60 100 5 5 40 5 70 1 60 9 4 5 5 200 80 60 40 200 80 7 40 1 9 60 40 60 10 20 7 80 60 40 9 40 1 80 7 8 5 40 200 70 60 100 200 4 9 5 30 5 80 9 90 200 90 60 2 1 90 9 20 5 1 9 600 40 100 60 100 5 90 9 90 200 40 1 200 100 600 4 90 5 1 200 100 60 40 5 9 8 5 60 200 10 1 100 1 2 90 100 1 200 80 60 200 60 30 90 60 30 5 40 1 200 100 60 5 70 9 100 60 40 8 5 60 100 600 1 70 60 4 5 5 10 80 1 40 1 40 5 2 60 7 600 100 600 40 1 10 60 200 90 60 40 60 100 9 7 20 9 1 Total: 13015 = 5 x 19 x 137. SF: 161 = 7 x 23. 7.12.1.2.3.4.2.3 Last half of 189 from 7.12.1.9.4.3: 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 40 100 1 9 90 200 40 1 200 100 600 4 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 9 60 90 5 9 100 60 200 8 5 60 200 10 1 100 1 2 7 8 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 10 1 9 70 9 90 100 5 200 90 60 30 5 40 1 200 100 60 200 70 5 70 60 9 8 5 40 5 70 9 100 60 40 8 5 60 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 7 40 5 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 600 40 5 10 5 9 5 90 100 600 100 600 40 1 10 60 200 90 1 40 100 5 90 5 20 5 3 60 40 60 100 9 7 20 9 1 Total: 14916 = 2 x 2 x 3 x 11 x 113. 7.12.1.2.3.4.2.3.1 First half of 189 from 7.12.1.9.4.3: 300 1 40 60 40 5 50 1 10 1 40 8 600 40 5 70 5 8 7 10 1 40 5 70 9 100 7 90 10 5 300 1 20 7 90 1 5 200 100 600 40 9 60 200 4 1 9 600 40 10 1 9 5 30 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 5 50 5 80 400 60 30 5 40 60 9 4 5 5 200 80 60 40 1 40 8 80 600 70 60 40 10 200 80 7 40 1 9 60 40 60 2 1 20 20 60 40 100 5 90 10 20 7 80 60 40 9 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 100 60 200 70 80 60 300 7 100 60 200 4 9 5 30 5 80 9 90 5 90 100 9 40 9 7 90 60 200 90 60 2 1 90 9 20 5 200 90 100 600 40 9 60 200 4 Total: 13717 = 11 x 29 x 43. 7.12.1.2.3.4.2.3.2 Odd positioned groups of 4 from 7.12.1.9.4.4: 1 40 100 5 60 40 70 5 7 10 1 40 400 20 1 30 60 10 10 9 1 9 70 20 100 5 90 90 200 90 1 40 9 90 1 200 20 1 2 60 10 1 20 1 1 9 5 100 40 5 9 90 5 300 1 20 100 9 90 9 100 60 200 100 3 1 80 5 9 40 1 1 40 90 100 1 1 200 100 60 5 20 1 40 9 30 1 100 200 5 1 200 10 1 9 5 40 9 30 1 3 5 3 80 40 7 40 60 200 60 20 7 5 9 90 5 9 600 100 1 100 60 40 40 1 9 5 40 9 40 7 30 90 60 9 10 100 1 9 90 5 9 2 1 200 90 9 90 5 90 100 9 2 1 100 600 70 60 100 60 200 80 60 200 80 1 90 90 90 5 3 5 5 70 9 70 100 7 40 3 90 600 80 1 100 7 90 70 5 100 40 300 60 200 100 60 5 200 8 5 1 30 600 40 50 1 200 100 9 20 1 2 60 3 3 60 Total: 12958 = 2 x 11 x 19 x 31. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.2.3.4.2.3.3 Even positioned groups of 4 from 7.12.1.9.4.4: 90 1 200 100 80 9 5 8 1 200 100 600 200 4 1 10 40 7 40 10 5 50 1 40 100 5 70 100 100 5 90 5 100 60 40 5 40 100 60 40 30 60 40 10 200 70 100 60 100 7 40 10 40 60 30 1 30 600 40 1 60 40 7 3 200 90 1 40 80 7 100 60 200 80 60 40 200 10 1 9 100 60 100 1 9 1 30 60 100 60 9 90 70 9 100 60 100 9 60 200 1 30 30 5 200 100 60 90 90 100 1 9 10 4 5 50 20 200 600 40 1 60 40 10 100 80 9 90 5 80 1 9 60 4 40 1 600 90 1 9 90 9 20 5 80 1 7 20 10 1 100 1 40 200 40 1 200 90 100 1 100 7 90 600 10 60 100 60 40 5 100 60 1 90 1 40 7 40 5 600 90 5 40 1 5 80 9 4 600 40 5 9 90 10 1 9 600 90 4 80 5 9 90 5 600 40 10 1 600 40 90 70 40 70 20 7 Total: 16203 = 3 x 11 x 491. 7.12.1.2.3.4.2.3.3.1 Odd positioned groups of 6 from 7.12.1.9.4.4: 1 40 100 5 90 1 80 9 5 8 7 10 400 20 1 30 200 4 40 7 40 10 1 9 100 5 90 90 100 5 100 5 90 5 9 90 20 1 2 60 40 100 30 60 40 10 1 9 40 5 9 90 100 7 40 60 30 1 100 9 100 60 200 100 60 40 200 90 1 40 9 40 40 90 100 1 200 80 200 10 1 9 5 20 9 30 1 100 9 1 100 60 9 90 10 1 40 9 30 1 100 9 1 30 30 5 40 7 200 60 20 7 90 100 10 4 5 50 9 600 100 60 40 40 1 60 100 80 9 90 9 40 90 60 9 10 60 4 600 90 1 9 5 9 200 90 9 90 80 1 10 1 100 1 2 1 70 60 100 60 200 90 100 7 90 600 80 1 90 5 3 5 40 5 1 90 1 40 100 7 90 600 80 1 90 5 5 80 9 4 5 100 60 200 100 60 90 10 600 90 4 80 1 30 50 1 200 100 600 40 600 40 90 70 60 3 Total: 14498 = 2 x 11 x 659. SF: 672 = 2 x 2 x 2 x 2 x 2 x 3 x 7. 7.12.1.2.3.4.2.3.3.2 Even positioned groups of 6 from 7.12.1.9.4.4: 200 100 60 40 70 5 1 40 1 200 100 600 1 10 60 10 10 9 70 20 5 50 1 40 70 100 200 90 1 40 1 200 100 60 40 5 60 40 10 1 20 1 5 100 200 70 100 60 40 10 5 300 1 20 90 9 30 600 40 1 7 3 3 1 80 5 1 1 80 7 100 60 60 40 1 200 100 60 1 40 100 60 100 1 30 60 200 5 1 200 9 5 70 9 100 60 60 200 3 5 3 80 40 60 200 100 60 90 1 9 5 9 90 5 100 1 20 200 600 40 40 10 1 9 5 40 7 30 5 80 1 9 40 1 100 1 9 90 2 1 90 9 20 5 7 20 5 90 100 9 100 600 40 200 40 1 100 1 200 80 60 200 90 90 10 60 100 60 100 60 5 70 9 70 40 3 7 40 5 600 40 1 100 7 90 70 40 300 600 40 5 9 1 9 5 200 8 5 600 40 5 9 90 5 10 1 9 20 1 2 3 60 40 70 20 7 Total: 14663 = 11 x 31 x 43. 7.12.1.2.3.4.2.3.4 Odd positioned groups of 8 from 7.12.1.9.4.4: 1 40 100 5 90 1 200 100 7 10 1 40 1 200 100 600 60 10 10 9 40 7 40 10 100 5 90 90 100 5 70 100 9 90 1 200 100 60 40 5 10 1 20 1 30 60 40 10 40 5 9 90 100 7 40 10 100 9 90 9 30 600 40 1 3 1 80 5 200 90 1 40 40 90 100 1 200 80 60 40 5 20 1 40 100 60 100 1 200 5 1 200 100 60 9 90 40 9 30 1 100 9 60 200 40 7 40 60 200 100 60 90 5 9 90 5 10 4 5 50 100 60 40 40 1 60 40 10 9 40 7 30 5 80 1 9 100 1 9 90 600 90 1 9 200 90 9 90 80 1 7 20 2 1 100 600 40 200 40 1 200 80 60 200 100 7 90 600 90 5 3 5 40 5 100 60 100 7 40 3 7 40 5 600 100 7 90 70 5 80 9 4 60 200 100 60 90 10 1 9 1 30 600 40 5 9 90 5 9 20 1 2 600 40 90 70 Total: 15213 = 3 x 11 x 461. 7.12.1.2.3.4.2.4 Even positioned groups of 8 from 7.12.1.9.4.4: 60 40 70 5 80 9 5 8 400 20 1 30 200 4 1 10 1 9 70 20 5 50 1 40 200 90 1 40 100 5 90 5 20 1 2 60 40 100 60 40 1 9 5 100 200 70 100 60 5 300 1 20 40 60 30 1 100 60 200 100 60 40 7 3 9 40 1 1 80 7 100 60 1 200 100 60 200 10 1 9 9 30 1 100 9 1 30 60 10 1 9 5 70 9 100 60 3 5 3 80 1 30 30 5 200 60 20 7 90 100 1 9 9 600 100 1 20 200 600 40 1 9 5 40 100 80 9 90 90 60 9 10 60 4 40 1 5 9 2 1 90 9 20 5 5 90 100 9 10 1 100 1 70 60 100 60 200 90 100 1 80 1 90 90 10 60 100 60 5 70 9 70 1 90 1 40 90 600 80 1 90 5 40 1 5 100 40 300 600 40 5 9 5 200 8 5 600 90 4 80 50 1 200 100 600 40 10 1 60 3 3 60 40 70 20 7 Total: 13948 = 2 x 2 x 11 x 317. 7.12.1.2.4 Odd positioned groups of 3 from 7.12.1.9.5.1: 200 100 60 9 60 100 5 70 1 7 40 400 200 4 1 5 40 5 200 10 1 7 3 1 1 200 100 30 5 40 5 5 200 1 40 8 60 30 600 60 200 100 3 3 1 90 1 100 1 9 5 40 100 5 90 100 60 60 200 10 20 7 70 40 90 100 80 9 90 60 100 1 100 9 1 1 70 20 8 600 100 8 5 40 60 30 600 90 60 40 200 100 60 200 9 1 60 200 90 80 60 200 9 600 70 60 40 100 5 100 1 3 80 1 20 5 3 20 20 60 90 600 90 5 9 2 20 5 200 80 1 7 90 100 1 200 10 1 90 100 5 100 60 40 40 80 200 8 600 40 200 3 1 9 8 5 9 30 9 90 100 90 1 200 80 40 100 5 100 600 600 Total: 14212 = 2 x 2 x 11 x 17 x 19. 7.12.1.2.4.1 Even positioned groups of 3 from 7.12.1.9.5.1: 7 40 1 200 10 1 5 5 40 9 40 100 20 1 30 10 1 9 4 200 60 9 1 70 3 60 40 60 40 5 60 9 4 80 60 40 80 600 70 40 1 100 60 40 7 80 5 200 60 200 10 20 8 60 90 5 9 40 60 90 7 8 5 9 5 9 1 30 5 1 40 100 9 30 1 1 200 40 7 80 600 60 80 7 200 70 60 40 90 600 90 5 1 40 5 9 70 60 100 100 1 200 60 30 60 1 9 6 5 90 30 100 600 40 600 40 5 60 40 1 200 90 5 5 1 9 1 90 9 90 9 90 20 5 200 200 80 60 9 70 9 200 90 60 8 5 60 90 1 90 200 40 1 80 60 100 60 200 5 200 9 60 200 90 100 600 8 5 90 1 200 Total: 12287 = 11 x 1117. 7.12.1.2.4.1.1 Odd positioned groups of 6 from 7.12.1.9.5.1: 200 10 1 9 60 100 9 40 100 7 40 400 10 1 9 5 40 5 9 1 70 7 3 1 60 40 5 30 5 40 80 60 40 1 40 8 40 1 100 60 200 100 80 5 200 90 1 100 20 8 60 40 100 5 40 60 90 60 200 10 9 5 9 40 90 100 1 40 100 60 100 1 1 200 40 1 70 20 60 80 7 8 5 40 40 90 600 90 60 40 40 5 9 200 9 1 100 1 200 80 60 200 1 9 6 60 40 100 100 600 40 3 80 1 60 40 1 20 20 60 5 1 9 5 9 2 90 9 90 80 1 7 200 80 60 200 10 1 200 90 60 100 60 40 90 1 90 8 600 40 80 60 100 9 8 5 200 9 60 90 100 90 600 8 5 40 100 5 Total: 11176 = 2 x 2 x 2 x 11 x 127. 7.12.1.2.4.1.1.1 Even positioned groups of 6 from 7.12.1.9.5.1: 7 40 1 200 100 60 5 5 40 5 70 1 20 1 30 200 4 1 4 200 60 200 10 1 3 60 40 1 200 100 60 9 4 5 5 200 80 600 70 60 30 600 60 40 7 3 3 1 60 200 10 1 9 5 90 5 9 90 100 60 7 8 5 20 7 70 1 30 5 80 9 90 9 30 1 100 9 1 7 80 600 8 600 100 200 70 60 60 30 600 90 5 1 200 100 60 70 60 100 60 200 90 60 30 60 9 600 70 5 90 30 5 100 1 600 40 5 20 5 3 200 90 5 90 600 90 1 90 9 20 5 200 20 5 200 90 100 1 9 70 9 90 100 5 8 5 60 40 80 200 200 40 1 200 3 1 60 200 5 9 30 9 200 90 100 1 200 80 90 1 200 100 600 600 Total: 15323 = 7 x 11 x 199. SF: 217 = 7 x 31. 7.12.1.2.4.1.1.2 Odd positioned groups of 19 from 7.12.1.9.5.1: 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 5 4 200 30 5 40 60 9 4 5 5 200 80 60 40 1 40 8 80 600 70 60 100 60 200 10 1 9 5 20 8 60 40 100 5 90 5 9 90 100 60 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 70 1 9 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 1 9 5 9 2 1 90 9 20 5 200 90 9 90 80 1 7 20 5 100 60 40 8 5 60 40 80 200 90 1 90 8 600 40 200 40 1 200 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 Total: 13640 = 2 x 2 x 2 x 5 x 11 x 31. 7.12.1.2.4.1.1.2.1 Even positioned groups of 19 from 7.12.1.9.5.1: 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 9 60 200 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 40 5 30 600 40 1 100 60 200 100 60 40 7 3 3 1 80 5 200 90 1 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 60 9 600 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 600 90 5 200 90 100 1 200 80 60 200 10 1 9 70 9 90 100 5 200 90 60 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 Total: 12859 = 7 x 11 x 167. 7.12.1.2.4.1.1.2.2 Odd positioned groups of 114 from 7.12.1.9.5.1: 7 40 1 200 100 60 200 10 1 9 60 100 5 5 40 5 70 1 9 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 5 4 200 60 200 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 40 5 30 5 40 60 9 4 5 5 200 80 60 40 1 40 8 80 600 70 60 30 600 40 1 100 60 200 100 60 40 7 3 3 1 80 5 200 90 1 100 60 200 10 1 9 5 20 8 60 40 100 5 90 5 9 90 100 60 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 600 90 5 1 9 5 9 2 1 90 9 20 5 200 90 9 90 80 1 7 20 5 200 90 100 1 200 80 60 200 10 1 9 70 9 90 100 5 200 90 60 100 60 40 8 5 60 40 80 200 90 1 90 8 600 40 200 40 1 200 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 90 200 90 100 1 200 80 600 8 5 40 100 5 90 1 200 100 600 600 Total: 17094 = 2 x 3 x 7 x 11 x 37. 7.12.1.2.4.1.1.2.2.1 Even positioned groups of 114 from 7.12.1.9.5.1: 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 200 40 1 70 20 7 80 600 8 600 100 60 80 7 8 5 40 200 70 60 60 30 600 40 90 600 90 60 40 90 5 1 200 100 60 40 5 9 200 9 1 70 60 100 60 200 90 100 1 200 80 60 200 60 30 60 9 600 70 1 9 6 60 40 100 5 90 30 5 100 1 100 600 40 3 80 1 Total: 9405 = 3 x 3 x 5 x 11 x 19. 7.12.1.2.4.1.1.2.2.2 Odd positioned groups of 1 from 7.12.1.9.5.2: 50 40 200 600 50 4 90 40 200 60 1 1 100 40 1 30 100 1 200 9 100 90 1 80 90 9 50 80 60 10 80 40 9 40 40 30 100 90 40 40 1 7 60 90 1 80 40 200 60 20 3 30 40 40 60 3 8 200 600 1 100 90 5 200 60 4 5 60 2 20 60 100 90 20 80 40 100 200 80 300 100 200 9 30 80 90 60 5 100 200 5 200 1 1 7 90 5 1 60 1 400 5 5 90 30 30 100 600 10 9 80 90 200 5 40 1 100 40 200 200 1 1 90 90 100 10 100 2 100 40 40 70 100 30 40 200 60 70 70 9 5 5 9 60 5 8 20 9 200 60 5 70 60 1 100 10 9 9 7 100 9 9 5 4 6 40 200 600 70 4 5 Total: 12463 = 11 x 11 x 103. 7.12.1.2.4.1.1.2.2.3 Even positioned groups of 1 from 7.12.1.9.5.2: 1 1 100 5 5 200 1 1 100 90 40 200 60 100 9 1 9 1 100 90 60 100 200 600 1 5 5 400 40 200 7 1 60 60 60 1 9 9 9 1 80 100 40 100 200 60 1 70 40 5 60 5 60 3 20 60 1 80 90 40 5 4 1 100 40 9 100 200 1 20 40 5 10 7 60 9 60 70 60 7 60 4 5 5 9 9 90 9 60 8 60 10 100 2 8 4 10 9 9 80 9 80 9 5 30 1 5 40 1 70 5 2 100 80 5 200 60 60 4 40 100 9 600 90 9 1 1 1 600 200 1 60 60 5 1 100 200 5 60 8 40 70 100 40 9 5 5 1 100 40 9 5 4 200 60 1 60 20 90 1 60 40 9 9 60 1 100 1 60 5 10 Total: 9548 = 2 x 2 x 7 x 11 x 31. 7.12.1.2.4.1.1.2.2.3.1 Odd positioned groups of 2 from 7.12.1.10.1.1: 5 9 9 90 9 40 90 20 60 1 4 600 100 5 3 60 60 9 60 200 5 9 200 90 4 5 5 5 1 60 3 5 8 7 600 40 90 70 600 40 1 100 100 60 1 80 90 5 100 9 200 90 90 10 60 70 9 8 5 9 200 90 100 5 90 10 60 70 5 9 9 6 60 40 1 100 40 40 9 5 600 10 9 1 60 40 20 5 9 1 60 200 10 60 10 1 40 80 1 6 40 100 7 40 100 20 5 5 40 5 60 40 60 40 200 100 9 90 9 20 5 100 70 60 80 60 4 9 4 600 40 1 60 200 3 200 1 90 7 4 90 60 600 40 9 7 90 9 70 60 3 5 600 200 40 2 1 2 60 9 70 9 40 1 600 70 100 7 60 4 3 5 100 5 100 1 4 5 9 20 40 600 70 5 9 80 1 70 20 60 60 200 90 8 1 9 60 90 1 60 100 5 200 100 90 100 60 40 9 7 Total: 14553 = 3 x 3 x 3 x 7 x 7 x 11. 7.12.1.2.4.1.1.2.2.3.1.1 Even positioned groups of 2 from 7.12.1.10.1.1: 100 60 3 5 60 9 5 3 10 10 90 5 600 80 9 90 600 90 5 3 90 60 60 200 70 100 40 100 200 5 40 7 5 9 9 1 1 80 4 9 60 200 100 9 8 7 7 40 100 60 100 7 1 9 5 20 7 90 1 60 1 40 90 60 1 9 5 80 10 1 7 100 10 80 7 90 10 1 40 100 8 1 200 100 200 5 3 5 200 90 10 1 200 5 5 5 7 30 5 9 60 40 10 1 600 4 20 60 9 400 30 9 5 70 100 60 60 70 1 20 5 1 20 1 100 9 1 300 10 1 200 100 40 7 40 7 1 30 5 40 1 9 4 5 90 600 40 1 10 7 30 600 30 60 1 80 2 1 90 60 20 100 200 100 1 40 100 600 5 7 60 40 90 90 600 40 60 70 1 5 80 1 40 5 1 90 5 40 200 20 100 60 5 10 1 70 60 20 90 40 40 1 60 9 40 100 4 5 Total: 13343 = 11 x 1213. 7.12.1.2.4.1.1.2.2.3.1.2 Odd positioned groups of 22 from 7.12.1.10.1.1: 90 5 100 5 600 80 3 60 9 90 60 9 600 90 60 200 5 3 5 9 90 60 5 9 600 40 9 1 90 70 1 80 600 40 4 9 1 100 60 200 100 60 100 9 5 20 9 8 7 90 5 9 1 60 200 90 1 40 100 5 90 60 90 10 1 9 10 1 9 5 40 100 600 10 8 1 9 1 200 100 60 40 200 5 20 5 3 5 5 9 40 100 60 40 7 40 10 1 100 20 600 4 5 5 20 60 40 5 9 400 5 1 70 60 20 1 80 60 100 9 4 9 1 300 4 600 10 1 40 1 200 100 4 5 9 7 90 600 90 9 40 1 70 60 10 7 3 5 30 600 600 200 30 60 1 40 100 7 100 600 60 4 5 7 3 5 60 40 100 5 90 90 100 1 600 40 5 40 20 60 200 20 60 200 100 60 90 8 5 10 1 9 1 70 60 90 60 20 Total: 15796 = 2 x 2 x 11 x 359. 7.12.1.2.4.1.1.2.2.3.1.2.1 Even positioned groups of 22 from 7.12.1.10.1.1: 5 9 100 60 9 90 3 5 9 40 60 9 90 20 5 3 60 1 10 10 4 600 200 90 60 200 4 5 70 100 5 5 40 100 1 60 200 5 3 5 40 7 8 7 1 80 8 7 90 5 7 40 100 9 100 60 200 90 100 7 90 10 1 9 60 70 60 70 5 80 5 9 10 1 9 6 7 100 60 40 10 80 1 100 7 90 40 40 9 1 200 90 60 200 10 1 10 60 200 5 10 1 5 5 40 80 7 30 1 6 60 40 30 9 60 40 5 70 200 100 100 60 9 90 60 70 9 20 1 20 5 100 60 200 40 7 3 200 40 7 1 90 1 30 7 4 5 40 90 60 1 9 600 40 40 2 1 80 1 2 2 1 60 9 90 60 70 9 20 100 40 1 200 100 600 70 4 5 60 70 9 20 1 5 40 600 80 1 70 5 40 5 9 80 1 90 1 70 1 60 90 40 100 5 40 1 200 100 60 9 90 100 40 100 60 40 4 5 9 7 Total: 12100 = 2 x 2 x 5 x 5 x 11 x 11. 7.12.1.2.4.1.1.2.2.3.1.2.2 Odd positioned groups of 1 from 7.12.1.10.1.2: 60 1 60 40 20 60 1 70 20 90 200 10 10 1 100 200 10 9 1 90 40 200 60 90 40 60 200 600 20 90 60 60 1 5 60 9 60 60 1 5 60 200 7 30 90 7 40 300 1 9 5 1 4 8 90 100 60 60 100 200 8 90 100 9 300 9 30 300 80 1 1 60 1 90 40 100 1 40 60 90 400 60 70 60 7 7 80 600 10 9 40 200 5 1 5 100 30 80 200 10 70 10 9 60 4 4 5 9 7 5 600 1 100 60 9 7 60 2 80 2 40 40 200 1 1 2 40 9 90 30 40 40 80 4 1 100 200 100 90 70 90 5 60 10 200 60 100 90 40 1 1 100 40 9 9 1 5 5 5 70 20 90 100 7 600 7 60 5 60 400 9 1 10 10 40 70 70 80 90 600 3 300 20 9 8 80 2 90 9 200 5 600 1 60 60 1 30 1 60 100 9 100 200 300 30 90 10 1 30 90 600 1 70 80 100 200 600 7 60 Total: 17259 = 3 x 11 x 523. 7.12.1.2.4.1.1.2.2.3.2 Even positioned groups of 1 from 7.12.1.10.1.2: 100 40 200 5 100 200 30 5 600 60 90 1 600 200 60 90 1 40 5 9 1 70 200 5 100 9 100 40 9 3 40 40 70 4 60 10 4 30 40 100 1 100 10 1 100 5 60 2 90 20 9 9 60 7 5 1 200 40 60 100 7 5 1 5 20 10 9 1 70 80 2 20 90 1 60 9 9 100 200 60 20 90 80 300 100 5 5 40 1 70 60 4 40 70 100 1 1 100 200 1 5 80 8 200 1 5 60 60 3 30 40 1 600 400 90 40 40 1 1 2 600 60 40 200 2 1 7 7 60 5 60 400 9 5 200 60 5 60 1 5 100 100 5 5 90 9 7 600 100 9 40 60 5 70 40 8 20 100 1 60 200 1 9 90 9 90 200 40 40 80 90 80 1 60 5 5 5 9 90 90 600 5 5 1 60 200 60 3 40 4 3 40 70 100 200 9 1 9 200 5 70 60 5 7 1 5 40 7 600 20 90 90 1 5 1 80 8 100 Total: 15180 = 2 x 2 x 3 x 5 x 11 x 23. 7.12.1.2.4.1.1.2.2.3.2.1 Odd positioned groups of 1 from 7.12.1.10.2.1: 80 60 90 10 200 9 1 100 10 1 20 9 3 9 5 1 60 100 100 90 9 60 5 40 3 600 1 1 90 90 10 300 20 40 10 80 60 5 60 5 600 30 40 1 1 200 600 100 70 200 1 90 40 70 100 40 40 10 9 10 1 400 5 5 9 1 60 5 200 100 90 200 60 300 2 8 60 100 3 80 9 70 100 40 80 9 60 9 1 60 90 60 1 60 80 100 8 200 3 30 40 20 1 100 40 40 8 5 60 5 5 30 40 5 1 100 90 9 1 5 600 30 40 1 60 60 70 80 40 1 7 5 60 60 20 3 200 10 9 600 9 400 60 70 20 80 8 9 4 60 40 200 5 70 20 3 9 200 60 100 60 40 5 90 1 80 8 600 5 7 9 80 8 100 9 100 90 100 60 4 20 60 1 400 40 9 60 60 8 60 90 500 10 9 5 90 1 100 1 30 90 40 1 1 2 60 40 80 3 Total: 14773 = 11 x 17 x 79. 7.12.1.2.4.1.1.2.2.3.2.1.1 Even positioned groups of 1 from 7.12.1.10.2.1: 3 9 5 5 90 40 200 600 90 20 60 90 100 40 90 70 4 600 60 60 7 100 1 5 40 80 300 9 60 90 5 1 7 3 200 9 200 3 20 3 200 9 100 9 300 30 40 80 60 90 200 600 5 9 60 60 90 1 1 9 80 9 80 9 90 9 20 3 40 5 1 100 5 60 7 7 1 7 60 5 90 60 600 1 400 600 70 20 100 9 70 90 90 200 60 5 1 30 5 60 1 9 80 7 60 7 4 100 100 4 90 60 20 3 200 60 100 40 8 90 200 9 2 8 40 40 1 5 10 8 30 40 70 200 5 60 9 1 100 4 10 20 1 60 5 9 5 90 5 5 1 100 9 40 5 5 1 100 90 9 200 9 90 100 200 600 30 40 300 100 3 600 7 600 4 60 60 9 200 20 100 100 90 1 100 100 200 400 600 90 60 5 80 8 9 70 5 60 9 200 60 2 80 2 1 200 300 1 5 Total: 17116 = 2 x 2 x 11 x 389. 7.12.1.2.4.1.1.2.2.3.2.1.2 Last half of 209 from 7.12.1.10.2.1: 60 40 7 8 4 5 100 60 100 5 4 5 90 30 60 40 20 5 3 1 200 100 60 90 100 9 40 1 8 5 90 600 200 30 9 40 2 1 8 60 40 60 40 70 1 80 5 40 10 1 8 7 30 5 40 60 70 60 200 20 5 3 60 200 9 10 1 9 100 600 4 9 10 400 20 60 1 70 60 20 5 80 9 8 5 9 90 4 5 60 5 40 1 200 100 5 9 70 40 20 5 3 5 9 1 200 100 60 90 100 9 60 200 40 9 5 90 90 100 1 200 80 600 8 30 600 40 5 300 7 100 9 3 80 600 8 7 100 600 9 4 100 60 90 60 100 9 60 200 4 20 20 100 60 100 1 90 400 1 40 100 9 100 60 200 60 400 8 600 60 90 90 60 500 5 10 80 9 8 5 9 90 70 1 5 100 60 1 9 30 200 90 60 40 2 1 80 1 2 2 1 60 200 40 300 80 1 3 5 Total: 15642 = 2 x 3 x 3 x 11 x 79. SF: 98 = 2 x 7 x 7. 7.12.1.2.4.1.1.2.2.3.2.2 First half of 209 from 7.12.1.10.2.1: 80 3 60 9 90 5 10 5 200 90 9 40 1 200 100 600 10 90 1 20 20 60 9 90 3 100 9 40 5 90 1 70 60 4 100 600 100 60 90 60 9 7 60 100 5 1 40 5 3 40 600 80 1 300 1 9 90 60 90 90 10 5 300 1 20 7 40 3 10 200 80 9 60 200 5 3 60 20 5 3 600 200 30 9 40 100 1 9 1 300 200 30 600 40 100 80 70 60 200 90 1 200 90 600 40 5 70 9 100 60 40 60 40 90 10 1 9 1 10 9 1 80 400 9 5 80 5 9 9 90 1 9 60 20 5 3 200 40 100 5 90 1 200 100 60 5 300 60 2 7 8 7 60 1 100 7 3 60 80 5 9 90 70 60 100 600 40 1 80 400 9 600 60 70 9 20 1 100 60 9 90 70 60 90 1 90 60 200 80 60 100 5 8 1 200 30 3 5 30 60 40 1 20 9 1 80 100 7 40 Total: 16247 = 7 x 11 x 211. 7.12.1.2.4.1.1.2.2.3.2.3 Odd positioned groups of 70 from 7.12.1.1.2.2.1: 200 200 10 9 5 600 80 90 60 70 100 600 5 1 600 60 9 90 1 1 60 100 100 70 200 10 60 100 9 1 9 1 1 80 1 7 1 400 40 1 60 600 9 70 10 70 10 100 70 20 5 600 9 60 5 5 9 1 7 7 60 5 60 7 1 7 200 60 90 5 5 100 9 200 60 20 60 60 5 1 80 40 200 9 90 200 60 200 80 200 40 200 1 100 200 1 20 90 60 10 100 5 1 60 80 40 200 200 20 90 9 100 40 9 8 9 9 90 60 5 60 90 70 80 4 7 30 5 9 5 4 100 5 20 50 200 80 8 60 60 Total: 10747 = 11 x 977. SF: 988 = 2 x 2 x 13 x 19. 7.12.1.2.4.1.1.2.2.3.2.4 Even positioned groups of 70 from 7.12.1.1.2.2.1: 5 5 5 1 100 1 90 7 400 20 3 200 5 3 60 9 100 60 4 3 40 9 1 4 10 5 10 9 100 40 1 100 90 10 40 100 80 7 70 9 5 4 600 5 40 9 1 40 7 1 9 100 90 9 5 1 1 100 90 40 1 1 5 40 1 5 1 80 1 5 Total: 3113 = 11 x 283. SF: 294 = 2 x 3 x 7 x 7. 7.12.1.2.4.1.1.2.2.3.2.5 Odd positioned groups of 2 from 7.12.1.2.1.2.1: 600 10 60 1 60 200 4 600 200 100 40 60 1 100 5 3 60 200 600 40 1 200 40 60 200 4 5 9 100 1 9 4 300 200 40 10 9 100 5 3 9 60 70 5 30 5 20 60 60 100 60 200 200 100 80 1 70 1 40 10 9 600 1 1 60 40 1 9 60 40 8 60 5 40 3 60 40 5 40 600 40 1 9 1 10 1 9 10 40 5 100 60 5 40 90 1 9 1 1 40 5 30 9 5 9 40 Total: 7678 = 2 x 11 x 349. 7.12.1.2.4.1.1.2.2.3.2.5.1 Even positioned groups of 2 from 7.12.1.2.1.2.1: 1 10 200 100 5 10 90 1 7 10 300 8 60 20 200 100 5 100 20 5 100 60 90 60 1 6 40 1 4 5 9 1 100 60 5 70 60 20 5 9 200 40 3 60 60 400 200 70 60 200 100 60 60 70 40 5 200 1 1 9 40 10 200 100 40 10 5 100 90 100 40 100 60 40 100 60 10 1 100 7 9 100 60 40 90 60 60 60 9 200 200 70 80 200 20 5 200 8 9 100 60 200 90 100 Total: 7040 = 2 x 2 x 2 x 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.2.4.1.1.2.2.3.2.5.2 Odd positioned groups of 6 from 7.12.1.2.1.2.1: 200 100 60 200 5 10 7 10 40 60 300 8 200 100 60 200 5 100 100 60 40 60 90 60 40 1 100 1 4 5 100 60 40 10 5 70 5 9 9 60 200 40 60 400 20 60 200 70 100 60 200 100 60 70 200 1 40 10 1 9 200 100 60 40 40 10 90 100 8 60 40 100 100 60 40 5 10 1 9 100 9 1 60 40 60 60 40 5 9 200 80 200 90 1 20 5 9 100 5 30 60 200 Total: 6952 = 2 x 2 x 2 x 11 x 79. 7.12.1.2.4.1.1.2.2.3.2.6 Even positioned groups of 6 from 7.12.1.2.1.2.1: 600 10 1 10 60 1 4 600 90 1 200 100 1 100 60 20 5 3 600 40 20 5 1 200 200 4 1 6 5 9 9 4 9 1 300 200 9 100 60 20 5 3 70 5 3 60 30 5 60 100 60 200 60 200 80 1 40 5 70 1 9 600 40 10 1 1 1 9 5 100 60 40 5 40 60 40 3 60 40 600 100 7 40 1 10 1 90 60 9 10 100 60 200 70 5 40 9 1 200 8 1 40 9 5 90 100 9 40 Total: 7766 = 2 x 11 x 353. 7.12.1.2.4.1.1.2.2.3.3 Odd positioned groups of 10 from 7.12.1.2.1.2.1: 600 10 1 10 60 1 200 100 60 200 40 60 300 8 1 100 60 20 5 3 1 200 100 60 40 60 90 60 200 4 9 4 9 1 300 200 100 60 40 10 9 60 200 40 70 5 3 60 30 5 60 200 100 60 200 100 60 70 80 1 9 600 40 10 1 1 200 100 60 40 8 60 40 100 5 40 60 40 3 60 40 1 9 100 9 1 60 40 10 1 100 60 200 70 5 40 80 200 90 1 5 30 60 200 9 5 90 100 9 40 Total: 7942 = 2 x 11 x 19 x 19. 7.12.1.2.4.1.1.2.2.3.4 Even positioned groups of 10 from 7.12.1.2.1.2.1: 5 10 4 600 90 1 200 100 7 10 200 100 60 200 5 100 600 40 20 5 1 6 5 9 40 1 100 1 4 5 5 70 9 100 60 20 5 3 5 9 60 400 20 60 200 70 60 100 60 200 40 5 70 1 200 1 40 10 1 9 40 10 1 9 5 100 60 40 90 100 100 60 40 5 10 1 40 600 100 7 90 60 9 10 60 60 40 5 9 200 20 5 9 1 200 8 1 40 9 100 Total: 6776 = 2 x 2 x 2 x 7 x 11 x 11. SF: 35 = 5 x 7. 7.12.1.2.4.1.1.2.2.4 Odd positioned groups of 3 from 7.12.1.2.1.2.2: 9 90 1 40 90 20 1 200 100 9 8 60 100 1 9 40 200 1 5 5 10 60 40 20 40 7 3 1 200 100 100 7 1 40 90 9 9 90 90 100 1 200 60 90 60 70 5 1 2 1 3 5 8 7 100 60 200 1 1 200 200 100 10 70 60 90 20 7 80 40 200 70 9 90 1 60 20 40 5 5 70 1 30 30 40 5 20 200 100 60 60 4 90 40 7 40 600 40 10 1 90 100 1 20 1 Total: 5918 = 2 x 11 x 269. 7.12.1.2.4.1.1.2.2.4.1 Even positioned groups of 3 from 7.12.1.2.1.2.2: 200 100 60 40 5 3 9 8 60 7 90 20 40 90 5 200 100 60 9 70 80 80 9 40 5 3 200 30 5 40 1 1 9 40 100 60 40 1 70 600 90 90 80 1 100 100 5 1 80 1 2 5 20 20 10 1 200 10 50 9 1 40 1 1 9 1 100 1 200 60 40 5 60 5 80 600 4 200 10 1 9 1 80 1 1 100 600 5 5 1 600 1 70 5 3 5 5 600 90 1 9 90 5 90 10 Total: 7271 = 11 x 661. SF: 672 = 2 x 2 x 2 x 2 x 2 x 3 x 7. 7.12.1.2.4.1.1.2.2.4.2 Odd positioned groups of 5 from 7.12.1.2.1.2.3: 600 10 1 10 60 5 10 4 600 90 1 40 5 3 40 1 200 100 7 10 100 60 20 5 3 20 9 8 60 40 200 100 60 200 5 1 200 100 60 40 1 9 70 80 5 60 90 60 200 4 1 100 1 4 5 200 40 7 3 30 9 4 9 1 300 5 70 9 100 60 40 60 40 3 60 5 40 200 70 60 100 60 40 5 10 40 1 9 100 9 40 10 1 9 5 1 60 40 10 1 60 40 5 9 200 600 40 5 20 5 100 60 200 70 5 20 5 9 1 200 90 5 3 5 40 8 1 40 9 100 5 90 100 9 40 90 1 90 100 5 Total: 8239 = 7 x 11 x 107. 7.12.1.2.4.1.1.2.2.4.2.1 Even positioned groups of 5 from 7.12.1.2.1.2.3: 1 200 100 60 200 200 100 60 9 90 90 20 9 8 60 40 60 300 8 1 1 200 100 7 90 90 5 100 1 9 100 600 40 20 5 200 100 60 40 200 5 10 80 9 40 1 6 5 9 40 60 40 20 5 3 5 40 1 200 100 200 100 60 40 10 1 1 9 100 7 20 7 80 60 40 5 80 9 90 1 1 40 600 100 7 600 4 200 60 20 5 70 1 80 1 90 60 9 10 60 1 30 30 1 100 5 1 200 100 60 40 80 200 90 1 600 1 70 60 4 7 40 5 600 90 5 30 60 200 9 600 40 10 1 9 90 10 1 20 1 Total: 10703 = 7 x 11 x 139. 7.12.1.2.4.1.1.2.2.4.2.2 Last half of 140 from 7.12.1.2.1.2.3: 40 60 40 3 60 20 7 80 60 40 5 40 200 70 60 5 80 9 90 1 100 60 40 5 10 1 40 600 100 7 40 1 9 100 9 600 4 200 60 20 40 10 1 9 5 5 70 1 80 1 1 60 40 10 1 90 60 9 10 60 60 40 5 9 200 1 30 30 1 100 600 40 5 20 5 5 1 200 100 60 100 60 200 70 5 40 80 200 90 1 20 5 9 1 200 600 1 70 60 4 90 5 3 5 40 7 40 5 600 90 8 1 40 9 100 5 30 60 200 9 5 90 100 9 40 600 40 10 1 9 90 1 90 100 5 90 10 1 20 1 Total: 9526 = 2 x 11 x 433. 7.12.1.2.4.1.1.2.2.4.2.3 First half of 140 from 7.12.1.2.1.2.3: 600 10 1 10 60 1 200 100 60 200 5 10 4 600 90 200 100 60 9 90 1 40 5 3 40 90 20 9 8 60 1 200 100 7 10 40 60 300 8 1 100 60 20 5 3 1 200 100 7 90 20 9 8 60 40 90 5 100 1 9 200 100 60 200 5 100 600 40 20 5 1 200 100 60 40 200 100 60 40 200 1 9 70 80 5 5 10 80 9 40 60 90 60 200 4 1 6 5 9 40 1 100 1 4 5 60 40 20 5 3 200 40 7 3 30 5 40 1 200 100 9 4 9 1 300 200 100 60 40 10 5 70 9 100 60 1 1 9 100 7 Total: 9416 = 2 x 2 x 2 x 11 x 107. 7.12.1.2.4.1.1.2.2.4.2.4 Odd positioned groups of 14 from 7.12.1.2.3.1.2: 200 10 7 90 5 100 1 9 70 60 9 60 60 200 5 30 60 40 1 1 100 1 4 5 40 5 9 600 1 70 60 30 9 40 60 9 60 40 2 1 80 20 60 70 80 1 60 40 90 200 40 40 5 70 1 200 5 200 8 80 600 70 60 40 1 9 60 40 100 9 5 9 90 5 10 40 10 1 9 5 200 600 40 200 1 7 40 5 600 90 40 1 100 7 90 5 100 7 Total: 6820 = 2 x 2 x 5 x 11 x 31. 7.12.1.2.4.1.1.2.2.4.2.4.1 Even positioned groups of 14 from 7.12.1.2.3.1.2: 9 10 200 40 100 5 90 5 3 5 40 7 10 5 9 8 400 9 5 1 9 70 80 5 80 600 40 60 70 90 9 40 1 70 5 9 90 4 5 600 40 5 10 1 9 5 5 10 40 1 7 100 5 1 70 5 90 70 5 80 9 5 1 200 20 7 40 1 1 9 40 9 7 2 1 90 9 20 40 9 60 200 4 60 100 40 80 200 90 1 40 1 200 100 60 20 5 9 40 7 30 20 5 3 600 40 9 20 1 30 1 8 Total: 6061 = 11 x 19 x 29. 7.12.1.2.4.1.1.2.2.4.2.4.2 Odd positioned groups of 42 from 7.12.1.2.3.1.2: 5 30 60 40 1 1 100 1 4 5 40 5 9 600 70 90 9 40 1 70 5 9 90 4 5 600 40 5 1 70 60 30 9 40 60 9 60 40 2 1 80 20 5 200 8 80 600 70 60 40 1 9 60 40 100 9 40 9 7 2 1 90 9 20 40 9 60 200 4 60 5 9 90 5 10 40 10 1 9 5 200 600 40 200 Total: 5478 = 2 x 3 x 11 x 83. 7.12.1.2.4.1.1.3 Even positioned groups of 42 from 7.12.1.2.3.1.2: 9 10 200 40 100 5 90 5 3 5 40 7 10 5 200 10 7 90 5 100 1 9 70 60 9 60 60 200 9 8 400 9 5 1 9 70 80 5 80 600 40 60 10 1 9 5 5 10 40 1 7 100 5 1 70 5 60 70 80 1 60 40 90 200 40 40 5 70 1 200 90 70 5 80 9 5 1 200 20 7 40 1 1 9 100 40 80 200 90 1 40 1 200 100 60 20 5 9 1 7 40 5 600 90 40 1 100 7 90 5 100 7 40 7 30 20 5 3 600 40 9 20 1 30 1 8 Total: 7403 = 11 x 673. 7.12.1.2.4.1.1.3.1 Odd positioned groups of 6 from 7.12.1.2.3.1.4: 9 60 200 5 3 1 1 9 70 60 9 60 600 90 100 1 6 5 1 1 100 1 4 5 30 600 40 1 9 40 60 30 9 40 60 9 60 4 600 40 5 300 60 70 80 1 60 40 1 200 7 40 100 7 1 40 100 5 90 70 60 40 100 9 90 9 200 90 1 40 9 100 9 5 200 600 40 200 9 40 7 90 60 9 90 1 40 1 200 100 1 40 1 90 5 40 30 20 5 3 600 40 Total: 7634 = 2 x 11 x 347. 7.12.1.2.4.1.1.3.2 Even positioned groups of 6 from 7.12.1.2.3.1.4: 20 9 1 90 70 1 200 10 7 90 5 100 60 200 90 10 1 1 9 40 5 30 60 40 40 5 9 600 8 5 1 70 200 60 1 70 60 40 2 1 80 20 5 100 1 200 100 60 90 200 40 40 5 70 40 1 40 10 1 9 600 70 60 40 1 9 30 200 100 60 40 7 40 9 7 2 1 90 60 40 10 1 9 90 70 9 100 40 80 200 100 7 40 5 600 80 60 9 300 600 40 7 9 20 1 30 1 8 Total: 7425 = 3 x 3 x 3 x 5 x 5 x 11. 7.12.1.2.4.1.1.4 Odd positioned groups of 30 from 7.12.1.2.3.1.4: 20 9 1 90 70 1 9 60 200 5 3 1 200 10 7 90 5 100 1 9 70 60 9 60 60 200 90 10 1 1 1 70 200 60 1 70 60 30 9 40 60 9 60 40 2 1 80 20 60 4 600 40 5 300 5 100 1 200 100 60 600 70 60 40 1 9 60 40 100 9 90 9 30 200 100 60 40 7 200 90 1 40 9 100 40 9 7 2 1 90 100 7 40 5 600 80 1 40 1 90 5 40 60 9 300 600 40 7 30 20 5 3 600 40 9 20 1 30 1 8 Total: 8646 = 2 x 3 x 11 x 131. SF: 147 = 3 x 7 x 7. 7.12.1.2.4.1.2 Even positioned groups of 30 from 7.12.1.2.3.1.4: 600 90 100 1 6 5 9 40 5 30 60 40 1 1 100 1 4 5 40 5 9 600 8 5 30 600 40 1 9 40 60 70 80 1 60 40 90 200 40 40 5 70 1 200 7 40 100 7 40 1 40 10 1 9 1 40 100 5 90 70 9 5 200 600 40 200 60 40 10 1 9 90 9 40 7 90 60 9 70 9 100 40 80 200 90 1 40 1 200 100 Total: 6413 = 11 x 11 x 53. 7.12.1.2.4.1.3 Odd positioned groups of 2 from 7.12.1.2.3.2.1: 200 100 30 40 600 40 60 100 300 200 5 60 100 5 9 20 90 1 200 10 8 7 5 20 30 9 60 400 9 100 60 40 5 9 60 200 200 5 100 60 100 5 90 1 5 4 60 100 1 9 1 2 60 100 40 1 100 7 5 1 100 9 40 1 1 200 100 5 60 40 100 9 7 40 70 1 60 90 10 9 90 1 40 100 4 1 90 200 90 1 1 70 90 90 1 90 Total: 6160 = 2 x 2 x 2 x 2 x 5 x 7 x 11. 7.12.1.2.4.1.3.1 Even positioned groups of 2 from 7.12.1.2.3.2.1: 9 8 8 1 60 20 80 1 9 20 10 80 3 600 1 10 30 1 60 200 90 30 4 5 5 60 1 9 2 1 40 1 70 9 9 7 30 5 9 40 100 7 20 20 90 100 9 9 60 40 40 9 5 9 200 90 1 10 200 100 1 9 60 40 200 8 60 40 200 40 3 5 100 9 60 30 30 60 100 1 600 5 20 200 9 20 1 40 4 9 90 600 5 40 Total: 5456 = 2 x 2 x 2 x 2 x 11 x 31. 7.12.1.2.4.1.3.1.1 Odd positioned groups of 19 from 7.12.1.2.3.2.1: 200 100 9 8 30 40 8 1 600 40 60 20 60 100 80 1 300 200 9 60 200 8 7 90 30 5 20 4 5 30 9 5 60 60 400 1 9 9 100 60 9 40 100 5 100 7 90 1 20 20 5 4 90 100 60 100 9 1 10 5 1 200 100 100 9 1 9 40 1 60 40 1 200 200 8 100 60 90 30 60 10 9 100 1 90 1 600 5 40 100 20 200 4 1 9 Total: 6314 = 2 x 7 x 11 x 41. 7.12.1.2.4.1.3.1.2 Even positioned groups of 19 from 7.12.1.2.3.2.1: 20 5 60 10 80 100 5 3 600 9 20 1 10 90 1 30 1 200 10 100 2 1 60 40 40 1 5 9 70 9 60 200 9 7 200 5 30 5 9 1 9 60 40 1 2 40 9 60 100 5 9 40 1 200 90 100 7 5 60 40 60 40 200 40 100 9 3 5 7 40 100 9 70 1 60 30 20 90 200 1 40 90 1 4 9 1 70 90 600 90 90 5 40 1 90 Total: 5302 = 2 x 11 x 241. 7.12.1.2.4.1.3.1.2.1 Odd positioned groups of 1 from 7.12.1.2.3.2.2: 7 1 60 7 4 5 9 9 1 5 200 9 20 60 200 60 90 80 1 80 1 7 60 100 60 200 20 100 60 40 60 5 90 20 40 90 3 9 40 1 90 100 3 1 600 1 5 600 5 60 60 7 60 50 5 1 40 1 40 30 1 1 200 90 100 60 60 20 3 1 60 3 60 30 80 5 300 60 40 90 200 3 100 600 200 7 90 100 5 6 60 80 5 9 Total: 6402 = 2 x 3 x 11 x 97. 7.12.1.2.4.1.3.1.2.1.1 Even positioned groups of 1 from 7.12.1.2.3.2.2: 10 200 300 30 100 3 1 1 90 8 5 40 5 70 10 60 60 100 9 9 60 8 40 60 40 90 1 7 40 100 200 3 60 9 70 60 60 90 90 200 90 600 5 80 1 200 60 100 30 20 40 90 100 1 4 40 400 9 1 1 10 70 100 100 60 40 70 40 60 9 200 40 200 5 1 40 7 40 90 10 100 60 1 1 60 90 100 5 9 600 4 1 3 70 Total: 6567 = 3 x 11 x 199. 7.12.1.2.4.1.3.1.2.1.2 Last half of 94 from 7.12.1.2.3.2.2: 600 100 5 30 60 20 60 40 7 90 60 100 50 1 5 4 1 40 40 400 1 9 40 1 30 1 1 10 1 70 200 100 90 100 100 60 60 40 60 70 20 40 3 60 1 9 60 200 3 40 60 200 30 5 80 1 5 40 300 7 60 40 40 90 90 10 200 100 3 60 100 1 600 1 200 60 7 90 90 100 100 5 5 9 6 600 60 4 80 1 5 3 9 70 Total: 6820 = 2 x 2 x 5 x 11 x 31. 7.12.1.2.4.1.3.1.2.2 First half of 94 from 7.12.1.2.3.2.2: 7 10 1 200 60 300 7 30 4 100 5 3 9 1 9 1 1 90 5 8 200 5 9 40 20 5 60 70 200 10 60 60 90 60 80 100 1 9 80 9 1 60 7 8 60 40 100 60 60 40 200 90 20 1 100 7 60 40 40 100 60 200 5 3 90 60 20 9 40 70 90 60 3 60 9 90 40 90 1 200 90 90 100 600 3 5 1 80 600 1 1 200 5 60 Total: 6149 = 11 x 13 x 43. 7.12.1.2.4.1.3.1.3 Odd positioned groups of 1 from 7.12.1.2.3.3.2: 3 20 8 5 10 40 5 300 20 1 70 100 10 8 7 600 4 60 1 1 200 200 7 5 1 10 1 100 9 400 5 9 5 80 40 9 200 1 60 100 10 9 90 200 30 600 30 40 1 8 30 40 9 30 8 20 60 5 200 60 100 40 1 70 9 1 5 9 200 60 60 90 1 100 70 40 40 100 60 3 3 9 2 90 100 90 40 1 9 5 40 30 70 80 60 60 40 9 200 600 3 40 40 1 90 100 80 90 40 200 5 1 4 200 9 7 5 1 9 90 80 90 5 7 5 90 40 600 1 1 7 20 3 Total: 8756 = 2 x 2 x 11 x 199. 7.12.1.2.4.1.3.1.4 Even positioned groups of 1 from 7.12.1.2.3.3.2: 90 9 60 9 200 100 90 1 9 90 200 7 9 1 30 40 100 80 9 300 1 10 90 100 90 1 200 7 8 9 1 200 10 9 100 20 10 10 80 200 1 60 60 4 1 5 60 1 100 5 600 1 90 7 5 60 40 60 90 9 60 2 40 90 40 70 90 30 100 40 40 100 200 60 60 20 60 9 200 5 40 7 1 9 5 100 100 5 90 10 10 5 1 1 30 60 10 40 100 5 60 60 10 9 9 40 200 1 1 70 3 80 1 60 20 100 90 5 4 600 1 90 1 40 600 40 5 80 40 40 30 5 600 Total: 8789 = 11 x 17 x 47. 7.12.1.2.4.1.3.2 Odd positioned groups of 7 from 7.12.1.2.3.3.2: 9 10 200 40 100 5 90 200 100 7 10 9 8 1 80 1 9 1 300 200 1 90 10 1 1 200 100 7 200 5 10 80 9 40 100 80 100 200 10 1 9 60 5 30 60 40 1 1 100 90 30 7 8 5 20 60 9 100 60 40 2 1 40 90 9 30 200 100 60 40 60 70 60 40 20 40 60 40 9 7 2 1 90 9 5 9 90 5 10 40 10 30 60 60 40 10 9 40 60 40 10 1 9 90 9 1 200 70 5 3 1 80 100 5 90 1 5 9 4 1 7 40 5 600 90 40 40 7 30 20 5 3 600 Total: 7139 = 11 x 11 x 59. 7.12.1.2.4.1.3.3 Even positioned groups of 7 from 7.12.1.2.3.3.2: 3 90 20 9 8 60 5 300 1 20 9 1 90 70 7 30 600 40 4 100 60 200 10 7 90 5 100 1 9 8 400 9 5 1 9 9 20 200 10 1 10 60 90 60 200 4 30 1 600 8 5 30 600 40 1 9 60 40 5 60 200 90 60 70 90 9 40 1 70 5 60 40 90 100 1 200 100 100 9 60 200 3 5 3 100 5 90 100 40 100 1 30 5 70 1 80 1 60 200 100 600 5 3 60 40 100 40 80 200 90 1 40 4 1 200 60 9 20 7 90 600 80 1 90 90 5 40 5 600 80 1 40 1 Total: 10406 = 2 x 11 x 11 x 43. 7.12.1.2.4.1.3.3.1 Odd positioned groups of 38 from 7.12.1.2.3.3.2: 3 90 20 9 8 60 5 9 10 200 40 100 5 90 300 1 20 9 1 90 70 200 100 7 10 9 8 1 7 30 600 40 4 100 60 80 1 9 60 80 100 200 10 1 9 60 90 60 200 4 30 1 600 5 30 60 40 1 1 100 8 5 30 600 40 1 9 90 30 7 8 5 20 60 60 40 40 60 100 9 60 200 3 5 3 40 9 7 2 1 90 9 100 5 90 100 40 100 1 5 9 90 5 10 40 10 30 5 70 1 80 1 60 30 9 20 7 100 5 90 1 5 9 4 90 600 80 1 90 90 5 1 7 40 5 600 90 40 40 5 600 80 1 40 1 40 7 30 20 5 3 600 Total: 10142 = 2 x 11 x 461. 7.12.1.2.4.1.3.3.2 Even positioned groups of 38 from 7.12.1.2.3.3.2: 1 300 200 1 200 10 7 90 5 100 1 90 10 1 1 200 100 7 9 8 400 9 5 1 9 200 5 10 80 9 40 100 9 20 200 10 1 10 5 60 200 90 60 9 100 60 40 2 1 40 70 90 9 40 1 70 5 90 9 30 200 100 60 40 60 40 90 100 1 200 100 60 70 60 40 20 60 60 40 10 9 40 200 100 600 5 3 60 40 60 40 10 1 9 90 9 100 40 80 200 90 1 40 1 200 70 5 3 1 80 4 1 200 60 Total: 7403 = 11 x 673. 7.12.1.2.4.1.3.4 Odd positioned groups of 4 from 7.12.1.2.3.4.1: 9 70 60 9 100 5 1 70 60 30 9 40 2 1 80 20 90 60 70 9 1 200 100 60 9 5 5 10 5 1 70 5 9 1 80 1 9 7 90 1 80 1 60 40 5 70 1 200 40 1 40 10 100 5 90 70 1 200 1 10 40 1 200 100 1 200 5 50 4 5 5 200 60 40 1 9 Total: 3410 = 2 x 5 x 11 x 31. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.2.4.1.4 Even positioned groups of 4 from 7.12.1.2.3.4.1: 90 100 9 5 200 60 1 70 60 9 60 40 5 3 5 9 20 9 5 100 200 90 10 1 40 1 7 100 1 200 100 60 2 2 4 5 60 100 60 70 90 200 40 40 7 40 100 7 1 9 1 40 5 80 9 5 1 9 1 70 60 60 90 100 5 80 400 9 8 80 600 70 60 40 100 9 Total: 4499 = 11 x 409. SF: 420 = 2 x 2 x 3 x 5 x 7. 7.12.1.2.4.1.4.1 Odd positioned groups of 1 from 7.12.1.2.3.4.2: 60 40 9 90 200 3 30 9 100 40 9 1 100 90 100 100 60 600 5 3 20 1 5 600 90 1 60 5 9 600 1 5 60 60 1 60 40 7 20 40 1 60 5 50 40 5 200 1 100 40 1 1 5 40 200 30 100 Total: 4213 = 11 x 383. 7.12.1.2.4.1.4.2 Even positioned groups of 1 from 7.12.1.2.3.4.2: 200 70 7 60 5 60 5 90 60 90 40 200 5 90 7 600 4 40 300 5 20 80 4 1 100 200 100 60 9 100 9 30 40 20 2 40 9 90 7 1 9 100 9 1 1 4 90 40 7 400 10 9 1 1 100 1 9 Total: 3652 = 2 x 2 x 11 x 83. SF: 98 = 2 x 7 x 7. 7.12.1.2.4.1.4.2.1 Odd positioned groups of 19 from 7.12.1.2.3.4.2: 60 200 40 70 9 7 90 60 200 5 3 60 30 5 9 90 100 60 40 3 5 20 20 1 80 5 4 600 1 90 100 1 200 60 100 5 60 9 20 7 40 1 1 9 60 100 5 9 50 1 40 1 5 4 200 90 1 Total: 3146 = 2 x 11 x 11 x 13. 7.12.1.2.4.1.4.2.2 Even positioned groups of 19 from 7.12.1.2.3.4.2: 90 9 40 1 200 100 5 90 90 100 7 100 600 60 4 600 40 5 300 9 600 100 1 9 5 30 60 40 60 20 1 2 60 40 40 9 7 90 40 100 7 40 400 1 10 1 9 5 1 40 1 200 100 30 1 100 9 Total: 4719 = 3 x 11 x 11 x 13. 7.12.1.2.4.1.5 Odd positioned groups of 4 from 7.12.1.2.4.1.1: 60 1 60 60 9 60 60 90 60 90 10 10 60 60 1 70 90 9 60 1 1 70 200 90 100 9 200 60 9 60 40 200 70 90 90 9 9 5 90 1 2 100 200 40 9 7 60 200 1 100 60 90 60 5 9 40 40 1 100 400 5 90 5 50 7 10 300 100 9 1 9 60 5 1 5 1 80 5 100 40 100 200 60 40 40 9 100 40 80 90 40 200 1 9 2 20 600 600 40 70 90 9 1 9 40 30 40 20 9 100 80 60 40 100 20 90 Total: 7810 = 2 x 5 x 11 x 71. 7.12.1.2.4.1.5.1 Even positioned groups of 4 from 7.12.1.2.4.1.1: 200 200 30 5 5 5 5 5 600 1 60 200 10 600 20 60 60 600 1 100 1 200 600 20 4 40 3 100 8 5 1 1 1 1 60 90 9 1 70 80 100 70 600 20 60 90 9 300 70 70 60 200 3 80 9 100 10 10 1 70 10 40 8 10 200 1 60 5 200 40 5 90 100 20 3 1 600 10 200 1 60 10 10 9 90 200 70 5 60 80 90 40 60 7 60 7 60 7 60 80 200 60 70 100 40 20 9 1 5 5 5 7 Total: 9185 = 5 x 11 x 167. 7.12.1.2.4.1.5.1.1 Last half of 114 from 7.12.1.2.4.1.1: 100 400 10 10 1 70 5 90 5 50 10 40 8 10 7 10 300 100 200 1 60 5 9 1 9 60 200 40 5 90 5 1 5 1 100 20 3 1 80 5 100 40 600 10 200 1 100 200 60 40 60 10 10 9 40 9 100 40 90 200 70 5 80 90 40 200 60 80 90 40 1 9 2 20 60 7 60 7 600 600 40 70 60 7 60 80 90 9 1 9 200 60 70 100 40 30 40 20 40 20 9 1 9 100 80 60 5 5 5 7 40 100 20 90 Total: 7744 = 2 x 2 x 2 x 2 x 2 x 2 x 11 x 11. 7.12.1.2.4.1.5.1.2 First half of 114 from 7.12.1.2.4.1.1: 60 1 60 60 200 200 30 5 9 60 60 90 5 5 5 5 60 90 10 10 600 1 60 200 60 60 1 70 10 600 20 60 90 9 60 1 60 600 1 100 1 70 200 90 1 200 600 20 100 9 200 60 4 40 3 100 9 60 40 200 8 5 1 1 70 90 90 9 1 1 60 90 9 5 90 1 9 1 70 80 2 100 200 40 100 70 600 20 9 7 60 200 60 90 9 300 1 100 60 90 70 70 60 200 60 5 9 40 3 80 9 100 40 1 Total: 9251 = 11 x 29 x 29. 7.12.1.2.4.1.5.2 Odd positioned groups of 6 from 7.12.1.2.4.1.3: 30 70 9 70 60 9 10 1 600 90 60 1 20 20 90 60 60 9 200 9 1 9 600 40 3 40 9 90 40 90 90 5 1 9 60 5 70 1 2 200 200 5 60 1 60 40 9 5 60 300 60 40 9 5 100 600 10 60 1 9 8 7 7 90 300 200 9 3 200 1 5 90 3 400 80 5 100 600 60 40 60 40 10 1 70 9 80 600 40 1 2 1 60 20 60 40 60 5 90 1 1 100 40 30 40 10 9 10 5 8 40 600 20 7 Total: 8855 = 5 x 7 x 11 x 23. 7.12.1.2.4.1.5.2.1 Even positioned groups of 6 from 7.12.1.2.4.1.3: 60 100 60 7 200 80 5 90 5 9 60 200 60 200 1 30 10 4 60 4 1 200 1 80 100 60 200 90 4 1 8 90 1 9 70 5 9 1 90 10 9 90 100 9 600 40 9 6 1 40 60 200 70 90 3 60 9 200 40 200 5 90 5 300 10 1 200 10 60 40 9 1 5 40 5 70 100 600 600 40 200 90 100 1 40 5 100 1 90 60 60 40 90 1 1 100 600 8 40 200 60 300 200 100 70 9 40 90 9 5 80 100 5 10 Total: 9207 = 3 x 3 x 3 x 11 x 31. 7.12.1.2.4.1.5.2.2 Odd positioned groups of 57 from 7.12.1.2.4.1.3: 60 100 60 7 200 80 30 70 9 70 60 9 5 90 5 9 60 200 10 1 600 90 60 1 60 200 1 30 10 4 20 20 90 60 60 9 60 4 1 200 1 80 200 9 1 9 600 40 100 60 200 90 4 1 3 40 9 100 600 10 60 1 9 5 90 5 300 10 1 8 7 7 90 300 200 200 10 60 40 9 1 9 3 200 1 5 90 5 40 5 70 100 600 3 400 80 5 100 600 600 40 200 90 100 1 60 40 60 40 10 1 40 5 100 Total: 9988 = 2 x 2 x 11 x 227. 7.12.1.2.4.1.5.2.2.1 Even positioned groups of 57 from 7.12.1.2.4.1.3: 90 40 90 8 90 1 9 70 5 90 5 1 9 60 5 9 1 90 10 9 90 70 1 2 200 200 5 100 9 600 40 9 6 60 1 60 40 9 5 1 40 60 200 70 90 60 300 60 40 9 5 3 60 9 200 40 200 1 90 60 70 9 80 600 40 1 60 40 90 1 1 100 2 1 60 20 60 40 600 8 40 200 60 300 60 5 90 1 1 100 200 100 70 9 40 90 40 30 40 10 9 10 9 5 80 100 5 10 5 8 40 600 20 7 Total: 8074 = 2 x 11 x 367. 7.12.1.2.4.1.5.2.2.2 Odd positioned groups of 19 from 7.12.1.2.4.1.4: 1 40 60 10 200 1 5 100 60 9 90 3 5 10 5 3 90 600 10 100 600 70 60 90 10 200 100 20 200 9 90 60 200 40 5 100 1 60 1 9 80 1 100 60 40 60 70 100 20 5 7 100 200 100 90 1 300 400 1 10 10 70 20 90 100 50 1 40 5 10 1 10 5 100 60 1 5 200 40 9 10 1 1 40 200 100 40 100 10 40 9 5 9 90 40 7 80 600 5 70 60 7 100 80 9 9 30 9 1 60 9 100 60 30 Total: 7920 = 2 x 2 x 2 x 2 x 3 x 3 x 5 x 11. 7.12.1.2.4.1.5.2.2.2.1 Even positioned groups of 19 from 7.12.1.2.4.1.4: 60 1 70 200 100 60 40 70 5 600 90 60 9 9 90 1 70 600 40 40 200 40 5 100 1 40 90 7 9 1 1 10 90 60 5 9 1 80 90 100 60 90 5 70 80 200 100 5 1 40 100 80 5 100 60 1 80 30 5 50 1 200 60 40 40 100 90 8 1 40 1 9 20 5 1 9 60 200 7 5 9 90 1 200 100 80 9 40 30 9 1 20 20 7 80 60 20 60 20 1 1 8 100 7 60 40 5 70 7 1 100 7 90 1 Total: 6567 = 3 x 11 x 199. 7.12.1.2.4.1.5.2.2.2.1.1 Odd positioned groups of 38 from 7.12.1.2.4.1.5: 60 100 1 40 200 80 200 1 9 70 60 9 5 90 5 10 60 200 90 600 600 90 1 70 60 200 60 40 10 4 600 90 90 60 9 90 60 4 9 90 1 9 2 200 100 60 100 9 70 100 9 6 7 100 60 40 90 1 1 40 100 60 70 90 70 80 60 40 5 1 3 60 80 5 40 200 80 5 5 200 600 40 10 1 100 1 200 100 60 40 10 40 40 5 9 90 90 60 200 7 80 600 90 1 60 40 80 9 1 100 9 1 60 20 Total: 9240 = 2 x 2 x 2 x 3 x 5 x 7 x 11. 7.12.1.2.4.1.5.2.2.2.1.2 Even positioned groups of 38 from 7.12.1.2.4.1.5: 600 40 1 80 70 60 1 9 200 100 100 60 9 90 4 1 40 5 9 90 60 40 8 90 5 100 70 5 90 7 1 9 1 10 9 1 5 9 1 80 10 60 10 10 5 90 90 100 10 1 40 5 7 90 10 5 200 10 1 30 9 1 1 200 200 1 40 100 5 40 1 40 100 600 20 5 7 80 600 8 600 5 60 300 7 100 90 1 9 30 200 100 60 9 40 90 30 60 40 10 20 1 9 5 100 7 5 10 5 70 40 600 100 7 Total: 7832 = 2 x 2 x 2 x 11 x 89. 7.12.1.2.4.1.5.2.2.2.2 Odd positioned groups of 1 from 7.12.1.2.4.1.8: 10 600 1 60 200 60 60 1 70 10 600 20 60 90 9 60 1 60 600 60 40 200 8 5 1 1 70 90 90 9 1 1 60 90 9 5 90 1 300 1 100 60 90 70 70 60 200 60 5 9 40 3 80 9 100 40 1 1 60 5 9 1 9 60 200 40 5 90 5 1 5 1 100 20 3 1 40 90 200 70 5 80 90 40 200 60 80 90 40 1 9 2 20 60 7 30 40 20 40 20 9 1 9 100 80 60 5 5 5 7 40 100 20 90 Total: 7182 = 2 x 3 x 3 x 3 x 7 x 19. 7.12.1.2.4.1.6 Even positioned groups of 1 from 7.12.1.2.4.1.8: 60 90 70 1 100 200 40 30 5 4 90 20 9 60 90 9 70 4 40 40 90 40 90 100 9 40 5 7 5 1 9 10 5 60 1 9 10 80 90 40 60 200 5 90 80 300 100 40 1 5 100 60 5 200 60 200 80 30 40 50 1 200 3 40 1 100 90 8 40 40 70 9 600 5 400 9 60 60 7 9 9 600 1 1 100 40 9 1 30 100 1 1 20 20 80 60 30 60 10 1 10 8 5 7 100 40 10 70 8 1 600 7 7 1 Total: 7239 = 3 x 19 x 127. 7.12.1.2.4.1.7 Odd positioned groups of 38 from 7.12.1.2.4.1.8: 10 60 600 90 1 70 60 1 200 100 60 200 60 40 1 30 70 5 10 4 600 90 20 20 60 9 90 60 9 90 60 9 1 70 60 4 600 40 300 90 1 40 100 60 60 200 90 5 70 90 70 80 60 300 200 100 60 40 5 1 9 5 40 100 3 60 80 5 9 200 100 60 40 200 1 80 40 60 90 60 200 7 70 9 5 9 80 600 90 1 40 1 200 100 60 40 80 9 90 1 40 30 1 100 9 1 2 1 20 20 60 20 7 80 Total: 8911 = 7 x 19 x 67. 7.12.1.2.4.1.8 Even positioned groups of 38 from 7.12.1.2.4.1.8: 60 40 40 90 200 40 8 90 5 100 1 9 1 40 70 5 90 7 90 5 9 1 1 9 1 10 60 5 90 60 9 1 5 9 90 10 1 80 1 30 60 40 5 50 9 1 1 200 9 3 60 40 200 1 40 100 5 90 90 8 5 40 1 40 5 70 1 9 100 600 20 5 3 400 1 9 30 60 40 30 20 60 40 10 20 1 9 10 1 8 9 5 100 7 80 100 60 40 5 10 5 70 5 8 7 1 40 600 100 7 20 7 90 1 Total: 5510 = 2 x 5 x 19 x 29. 7.12.1.2.4.1.8.1 Odd positioned groups of 57 from 7.12.1.2.4.1.8: 10 60 600 90 1 70 60 1 200 100 60 200 60 40 1 30 70 5 10 4 600 90 20 20 60 9 90 60 9 90 60 9 1 70 60 4 600 40 60 40 40 90 200 40 8 90 5 100 1 9 1 40 70 5 90 7 90 1 30 60 40 5 50 9 1 1 200 9 3 60 40 200 1 40 100 5 90 90 8 5 40 1 40 5 70 1 9 100 600 20 5 3 400 1 9 40 60 90 60 200 7 70 9 5 9 80 600 90 1 40 1 200 100 60 Total: 8624 = 2 x 2 x 2 x 2 x 7 x 7 x 11. 7.12.1.2.4.1.8.1.1 Even positioned groups of 57 from 7.12.1.2.4.1.8: 5 9 1 1 9 1 10 60 5 90 60 9 1 5 9 90 10 1 80 300 90 1 40 100 60 60 200 90 5 70 90 70 80 60 300 200 100 60 40 5 1 9 5 40 100 3 60 80 5 9 200 100 60 40 200 1 80 40 80 9 90 1 40 30 1 100 9 1 2 1 20 20 60 20 7 80 30 60 40 30 20 60 40 10 20 1 9 10 1 8 9 5 100 7 80 100 60 40 5 10 5 70 5 8 7 1 40 600 100 7 20 7 90 1 Total: 5797 = 11 x 17 x 31. 7.12.1.2.4.1.8.1.2 Odd positioned groups of 1 from 7.12.1.2.4.2.2: 3 2 40 40 200 200 100 8 200 1 2 100 60 400 9 300 1 100 60 4 100 1 20 40 200 5 40 9 1 60 60 9 60 90 1 600 60 60 5 20 200 9 1 5 400 1 60 1 70 100 100 100 200 500 60 90 9 600 60 9 8 1 200 60 600 80 70 9 1 100 70 40 60 90 100 1 5 9 10 100 70 60 10 60 5 5 100 5 60 3 100 40 5 10 5 9 9 200 5 9 600 90 90 90 9 1 1 40 20 20 4 5 1 600 Total: 9801 = 3 x 3 x 3 x 3 x 11 x 11. 7.12.1.2.4.1.8.2 Even positioned groups of 1 from 7.12.1.2.4.2.2: 40 200 7 1 1 100 60 100 90 2 40 60 40 5 9 70 200 60 200 9 60 70 60 7 20 5 90 10 10 40 9 90 40 100 4 40 90 300 20 80 1 20 70 90 5 40 200 8 60 90 60 60 60 1 9 5 70 90 5 200 5 9 90 9 1 400 1 100 1 9 600 5 200 200 60 9 90 90 1 1 60 200 90 100 40 100 9 30 5 10 9 10 100 100 100 7 60 8 600 90 9 70 1 1 70 20 5 60 5 9 600 100 90 40 Total: 8272 = 2 x 2 x 2 x 2 x 11 x 47. 7.12.1.2.4.1.8.2.1 Odd positioned groups of 4 from 7.12.1.2.4.2.3: 40 20 5 3 1 200 40 7 1 200 100 5 9 20 1 100 5 100 200 90 2 2 1 40 40 5 40 60 4 5 9 9 70 1 80 5 40 10 40 60 70 9 100 60 70 20 5 70 3 200 40 200 4 5 40 90 10 1 7 10 90 5 40 60 600 90 60 40 100 1 200 80 4 1 100 60 9 5 9 2 80 1 7 10 40 1 70 60 200 10 100 5 60 200 70 5 9 100 100 9 30 60 200 9 1 5 90 100 5 10 5 100 100 5 90 5 20 9 5 9 200 8 5 600 90 600 40 10 60 3 3 90 10 1 9 70 20 1 100 9 9 4 5 20 60 9 4 600 100 1 9 90 Total: 9075 = 3 x 5 x 5 x 11 x 11. SF: 35 = 5 x 7. 7.12.1.2.4.1.8.2.2 Even positioned groups of 4 from 7.12.1.2.4.2.3: 40 2 1 80 3 30 200 40 40 1 200 100 60 8 5 20 600 200 30 1 200 40 100 60 40 400 40 7 4 9 1 300 4 200 100 60 200 4 5 5 100 60 90 1 80 60 40 7 20 5 3 60 60 600 4 9 1 10 60 40 9 9 90 90 20 5 3 90 9 4 600 40 90 60 5 40 1 90 9 90 1 100 1 2 100 200 80 60 200 90 60 100 40 5 1 40 8 5 5 5 5 5 3 10 9 40 600 40 600 40 1 10 20 100 9 7 60 200 100 5 600 40 5 9 1 9 90 70 1 90 100 5 5 90 10 1 6 5 40 60 5 20 5 3 30 5 400 5 600 90 600 40 Total: 12111 = 3 x 11 x 367. 7.12.1.2.4.1.8.3 Odd positioned groups of 2 from 7.12.1.4.2.1.1: 60 100 60 200 10 5 60 200 90 60 600 40 30 60 7 30 600 40 70 5 60 200 70 5 9 1 600 60 400 20 5 90 5 40 400 80 9 100 600 40 5 60 90 600 200 80 5 40 100 60 90 400 100 60 5 20 5 90 60 40 9 100 10 5 40 100 10 1 5 80 30 5 40 100 4 5 40 1 1 9 300 1 200 60 60 30 60 9 5 1 60 200 1 9 100 1 60 9 90 100 3 600 20 9 9 20 600 40 Total: 10483 = 11 x 953. 7.12.1.2.4.1.8.3.1 Even positioned groups of 2 from 7.12.1.4.2.1.1: 1 40 40 5 600 90 90 9 9 7 9 1 9 90 100 7 1 40 90 7 40 100 9 4 200 100 90 9 600 4 30 9 60 40 9 90 7 90 100 1 9 7 9 7 600 8 600 300 100 1 90 60 1 70 200 90 100 60 60 20 7 90 9 3 60 40 20 1 400 60 40 60 5 90 1 200 40 10 10 1 20 7 20 7 5 40 60 30 200 80 60 30 5 9 200 80 20 7 70 60 40 7 7 20 1 2 90 70 Total: 7623 = 3 x 3 x 7 x 11 x 11. SF: 35 = 5 x 7. 7.12.1.2.4.1.8.3.2 Last half of 108 from 7.12.1.4.2.2.1: 100 7 40 400 20 1 1 10 60 5 100 7 5 90 400 5 2 1 9 50 1 1 200 100 1 9 30 7 3 3 5 9 90 60 40 20 70 20 7 9 30 1 30 60 200 90 1 200 7 90 60 2 1 90 5 2 20 9 20 5 100 5 90 60 9 600 30 1 100 10 1 9 10 1 9 8 600 40 200 100 60 100 7 90 40 1 100 5 80 9 3 10 1 20 5 3 100 9 7 200 100 60 1 90 90 40 1 200 Total: 6336 = 2 x 2 x 2 x 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.2.4.1.8.4 First half of 108 from 7.12.1.4.2.2.1: 9 40 60 10 1 9 1 30 70 90 60 200 5 4 60 1 90 1 600 40 4 5 9 1 8 5 60 20 9 10 300 1 80 9 60 9 90 70 80 60 40 200 600 40 1 200 10 1 60 40 7 60 40 1 40 60 40 9 20 1 100 9 40 200 4 5 40 7 1 200 20 5 7 3 5 600 200 30 9 4 5 7 100 600 90 600 90 1 6 60 5 9 80 9 30 1 100 60 200 5 40 1 1 80 5 5 40 9 Total: 7469 = 7 x 11 x 97. 7.12.1.2.4.1.8.4.1 Last half of 108 from 7.12.1.4.2.2.2: 90 70 5 30 200 4 10 10 9 90 1 40 1 9 80 90 9 20 40 1 200 60 40 100 1 100 9 1 80 5 100 60 70 5 3 60 80 600 8 100 9 1 5 1 200 100 60 200 200 90 60 9 20 5 1 90 300 3 60 40 60 10 1 90 4 5 5 600 40 70 80 5 70 9 90 200 40 1 40 5 9 600 80 1 7 90 70 4 5 100 100 5 20 60 40 60 20 9 1 40 60 9 600 90 600 100 60 40 Total: 8250 = 2 x 3 x 5 x 5 x 5 x 11. 7.12.1.2.4.1.8.4.2 First half of 108 from 7.12.1.4.2.2.2: 9 90 20 100 60 40 5 20 600 90 60 200 10 9 30 40 60 9 9 1 100 100 60 200 200 10 1 30 7 90 9 90 1 100 1 90 60 300 7 70 60 100 80 400 9 70 5 10 3 5 30 20 9 1 2 1 80 100 60 90 1 8 5 1 200 100 200 100 60 3 60 200 30 600 40 9 40 60 5 9 70 60 4 5 5 10 80 40 20 5 1 90 1 100 60 90 4 9 10 200 100 60 4 600 10 40 1 90 Total: 7623 = 3 x 3 x 7 x 11 x 11. SF: 35 = 5 x 7. 7.12.1.2.4.1.8.5 Odd positioned groups of 8 from 7.12.1.4.2.2.3: 9 40 60 9 90 20 1 30 9 30 600 40 4 9 1 100 80 9 90 1 90 70 80 60 60 40 7 3 5 30 40 60 8 5 40 7 1 200 100 60 5 5 9 70 90 600 90 5 100 60 200 4 9 10 1 80 70 5 1 10 60 10 10 9 1 40 1 200 1 9 30 1 70 20 7 80 600 8 30 60 90 60 5 2 20 1 90 300 100 5 600 40 10 1 9 70 40 1 100 7 90 70 3 10 9 1 1 90 90 600 90 600 Total: 8074 = 2 x 11 x 367. 7.12.1.2.4.1.8.5.1 Even positioned groups of 8 from 7.12.1.4.2.2.3: 70 5 20 600 5 4 60 10 8 5 60 200 10 1 300 1 300 7 600 40 1 80 400 9 40 2 1 80 100 9 40 1 7 3 5 30 600 40 9 4 10 80 5 9 80 1 90 1 5 4 600 10 100 7 40 90 5 90 400 1 9 80 9 50 100 9 5 9 90 100 60 70 200 5 1 200 7 90 60 200 100 5 90 60 10 1 30 1 9 90 200 100 60 40 5 9 1 100 5 20 100 9 7 20 Total: 7821 = 3 x 3 x 11 x 79. 7.12.1.2.4.1.8.5.2 Odd positioned groups of 27 from 7.12.1.4.2.2.3: 9 40 60 9 90 20 1 30 70 5 20 600 5 4 60 10 9 30 600 40 4 9 1 100 8 5 60 40 60 40 2 1 80 100 9 40 1 8 5 40 7 1 200 100 60 7 3 5 30 600 40 9 4 5 100 7 40 90 70 5 1 10 60 10 10 9 5 90 400 1 9 80 9 50 1 40 1 200 1 9 30 5 2 20 1 90 300 100 5 90 60 10 1 30 1 100 5 600 40 10 1 9 70 9 90 200 100 60 Total: 6743 = 11 x 613. SF: 624 = 2 x 2 x 2 x 2 x 3 x 13. 7.12.1.2.4.1.8.6 Even positioned groups of 27 from 7.12.1.4.2.2.3: 200 10 1 300 1 80 9 90 1 90 70 80 60 300 7 600 40 1 80 400 9 60 40 7 3 5 30 5 9 70 90 600 90 5 10 80 5 9 80 1 90 1 100 60 200 4 9 10 1 80 5 4 600 10 1 100 9 5 9 90 100 60 70 70 20 7 80 600 8 30 60 200 5 1 200 7 90 60 200 90 60 40 5 9 40 1 100 7 90 70 3 10 1 100 5 20 100 9 7 20 9 1 1 90 90 600 90 600 Total: 9152 = 2 x 2 x 2 x 2 x 2 x 2 x 11 x 13. 7.12.1.2.4.2 Odd positioned groups of 1 from 7.12.1.4.2.2.5: 9 60 90 10 20 90 200 60 1 60 600 4 8 60 10 20 90 9 9 1 200 60 600 1 60 7 5 60 1 9 1 60 5 200 40 1 7 5 600 600 9 7 600 4 60 20 5 80 100 200 9 5 600 5 9 1 1 200 1 60 5 400 9 5 1 1 100 40 3 80 5 90 70 7 600 9 1 90 200 60 90 20 5 20 100 90 10 60 600 10 9 80 40 40 200 60 40 100 90 5 5 20 3 40 60 60 1 90 Total: 9633 = 3 x 13 x 13 x 19. 7.12.1.2.4.2.1 Even positioned groups of 1 from 7.12.1.4.2.2.5: 40 9 20 1 600 60 90 200 40 9 40 9 5 200 1 9 1 60 100 90 70 100 40 80 40 3 30 40 80 20 100 90 1 100 7 200 3 30 40 200 70 100 60 5 40 5 9 1 60 4 10 40 10 40 40 90 30 4 10 10 90 1 80 2 200 200 60 100 1 5 9 100 20 80 8 30 200 1 100 200 9 5 2 1 5 60 1 9 40 1 70 5 200 1 100 40 1 7 70 80 20 5 60 60 40 9 90 600 Total: 6574 = 2 x 19 x 173. 7.12.1.2.4.2.2 Last half of 108 from 7.12.1.4.2.2.5: 9 40 1 90 1 30 200 4 1 10 60 10 5 90 400 1 9 80 5 2 1 200 1 200 100 60 40 100 3 1 80 5 5 9 90 100 70 20 7 80 600 8 9 30 1 200 90 1 200 100 60 200 90 9 20 5 5 2 20 1 100 5 90 60 10 1 60 9 600 40 10 1 9 70 80 5 40 200 40 1 200 100 60 40 40 1 100 7 90 70 5 80 5 20 20 5 3 60 40 60 60 40 60 9 1 90 90 600 Total: 7258 = 2 x 19 x 191. 7.12.1.2.4.2.2.1 First half of 108 from 7.12.1.4.2.2.5: 9 40 60 9 90 20 10 1 20 600 90 60 200 90 60 200 1 40 60 9 600 40 4 9 8 5 60 200 10 1 20 9 90 1 9 60 9 100 1 90 200 70 60 100 600 40 1 80 60 40 7 3 5 30 60 40 1 80 9 20 1 100 60 90 5 1 200 100 40 7 1 200 7 3 5 30 600 40 600 200 9 70 7 100 600 60 4 5 60 40 20 5 5 9 80 1 100 60 200 4 9 10 5 40 600 10 5 40 Total: 8949 = 3 x 19 x 157. 7.12.1.2.4.2.2.2 Odd positioned groups of 36 from 7.12.1.4.2.2.6: 9 100 60 40 1 30 70 5 5 4 60 10 9 30 1 90 1 100 5 9 1 100 60 200 10 30 7 90 300 1 80 9 90 70 80 60 30 9 40 60 9 4 5 5 90 600 90 5 10 80 1 6 90 1 9 30 1 100 60 90 1 200 100 60 1 80 5 4 100 7 40 90 1 100 9 1 30 60 200 5 7 90 60 200 90 60 2 1 90 300 9 20 5 3 60 40 600 90 4 5 30 1 100 5 10 1 9 70 Total: 6308 = 2 x 2 x 19 x 83. 7.12.1.2.4.2.2.2.1 Even positioned groups of 36 from 7.12.1.4.2.2.6: 300 7 60 40 400 9 200 10 1 70 5 10 1 20 9 1 40 60 40 2 100 9 40 1 8 5 200 4 100 60 200 20 5 3 60 200 70 5 400 20 10 9 5 100 7 90 1 40 1 90 9 20 9 50 1 40 1 9 30 1 100 9 7 3 60 70 60 40 20 5 3 60 9 90 8 600 5 9 100 7 90 600 80 1 9 4 5 100 3 10 1 100 100 9 7 20 9 1 200 100 90 600 40 1 200 100 60 40 Total: 7163 = 13 x 19 x 29. 7.12.1.2.4.2.2.2.1.1 Odd positioned groups of 2 from 7.12.1.4.2.2.11: 9 40 90 20 9 100 1 30 20 600 200 90 5 4 9 30 1 40 600 40 1 100 1 100 8 5 10 1 40 2 9 20 60 90 40 1 200 4 200 100 1 200 200 20 60 200 5 30 600 200 40 60 5 5 100 7 70 5 1 30 1 10 10 9 7 90 5 90 9 80 1 90 9 50 1 200 100 60 1 9 100 9 20 1 9 20 60 40 90 60 60 9 4 5 100 5 10 1 80 5 9 70 8 600 40 1 60 40 Total: 7117 = 11 x 647. SF: 658 = 2 x 7 x 47. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.2.4.2.2.2.1.1.1 Even positioned groups of 2 from 7.12.1.4.2.2.11: 60 9 10 1 60 40 70 5 90 60 60 200 60 10 1 90 60 9 4 9 5 9 60 200 60 200 40 60 1 80 1 100 100 9 8 5 5 1 40 7 100 60 5 3 7 3 600 40 30 9 9 4 9 70 40 90 400 20 200 4 60 10 5 100 1 40 400 1 5 2 9 20 1 40 1 200 40 100 30 1 5 2 90 300 5 3 100 5 10 1 600 90 30 1 600 40 9 70 10 1 9 90 40 200 200 100 5 9 Total: 7293 = 3 x 11 x 13 x 17. 7.12.1.2.4.2.2.2.1.1.2 Odd positioned groups of 6 from 7.12.1.4.2.2.11: 9 40 60 9 90 20 1 30 70 5 20 600 5 4 60 10 9 30 600 40 4 9 1 100 8 5 60 200 10 1 9 20 1 100 60 90 200 4 5 1 200 100 200 20 5 3 60 200 600 200 30 9 40 60 100 7 40 90 70 5 1 10 60 10 10 9 5 90 400 1 9 80 9 50 1 40 1 200 1 9 30 1 100 9 9 20 5 3 60 40 60 9 600 90 4 5 10 1 9 70 80 5 8 600 40 200 40 1 Total: 7744 = 2 x 2 x 2 x 2 x 2 x 2 x 11 x 11. 7.12.1.2.4.2.2.2.1.2 Even positioned groups of 6 from 7.12.1.4.2.2.11: 10 1 9 100 60 40 90 60 200 90 60 200 1 90 1 40 60 9 5 9 1 100 60 200 40 60 40 2 1 80 100 9 40 1 8 5 40 7 1 200 100 60 7 3 5 30 600 40 9 4 5 5 9 70 400 20 1 30 200 4 5 100 7 90 1 40 5 2 1 90 9 20 1 200 100 60 40 100 5 2 20 1 90 300 100 5 90 60 10 1 30 1 100 5 600 40 10 1 9 70 9 90 200 100 60 40 5 9 Total: 6666 = 2 x 3 x 11 x 101. SF: 117 = 3 x 3 x 13. 7.12.1.2.4.2.2.2.2 Odd positioned groups of 8 from 7.12.1.4.2.2.11: 9 40 60 9 90 20 10 1 20 600 90 60 200 90 60 200 1 40 60 9 600 40 4 9 8 5 60 200 10 1 40 60 60 90 100 9 40 1 8 5 1 200 100 60 200 20 5 3 600 200 30 9 40 60 9 4 70 5 400 20 1 30 200 4 7 90 1 40 5 90 400 1 9 50 1 40 1 200 1 200 100 9 5 2 20 1 90 300 90 60 10 1 60 9 600 90 10 1 9 70 80 5 10 1 40 1 200 100 60 40 5 9 Total: 8514 = 2 x 3 x 3 x 11 x 43. 7.12.1.2.4.2.3 Even positioned groups of 8 from 7.12.1.4.2.2.11: 9 100 60 40 1 30 70 5 5 4 60 10 9 30 1 90 1 100 5 9 1 100 60 200 40 2 1 80 9 20 1 100 200 4 5 1 200 100 40 7 60 200 7 3 5 30 600 40 5 5 9 70 100 7 40 90 1 10 60 10 10 9 5 100 9 80 5 2 1 90 9 20 100 60 40 100 1 9 30 1 9 20 5 3 60 40 100 5 4 5 30 1 100 5 600 40 9 70 9 90 8 600 40 200 Total: 5896 = 2 x 2 x 2 x 11 x 67. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.2.4.2.3.1 Odd positioned groups of 8 from 7.12.1.4.2.2.12: 20 9 10 30 7 90 300 1 1 90 90 70 80 60 300 7 1 80 400 9 200 10 1 70 60 40 1 20 9 1 7 100 10 80 1 6 60 40 20 5 1 100 60 90 100 60 200 4 1 80 5 4 600 10 5 40 80 5 5 9 90 100 60 70 7 80 600 8 9 30 1 100 90 1 200 100 60 200 7 90 20 5 100 7 90 600 80 1 9 4 5 100 3 10 1 100 100 9 7 20 9 1 200 100 90 600 40 1 200 100 60 40 Total: 8470 = 2 x 5 x 7 x 11 x 11. 7.12.1.2.4.2.3.2 Even positioned groups of 8 from 7.12.1.4.2.2.12: 80 9 90 1 9 60 9 100 60 40 200 70 60 100 600 40 5 10 60 40 7 3 5 30 600 60 4 5 90 600 90 5 5 9 80 1 90 1 9 30 9 10 5 40 1 200 100 60 9 40 1 90 7 3 3 1 60 40 20 5 3 60 70 20 9 1 30 60 200 5 1 200 60 200 90 60 2 1 90 9 40 1 100 7 90 70 5 80 5 20 20 5 3 60 40 60 60 40 60 9 1 90 90 600 Total: 6798 = 2 x 3 x 11 x 103. SF: 119 = 7 x 17. 7.12.1.2.4.2.3.2.1 Odd positioned groups of 12 from 7.12.1.4.2.2.12: 9 60 9 100 1 90 90 70 80 60 300 7 200 10 1 70 5 10 60 40 7 3 5 30 90 600 90 5 10 80 1 6 60 40 20 5 100 60 200 4 9 10 5 40 1 200 100 60 7 3 3 1 80 5 5 9 90 100 60 70 9 30 1 100 9 1 30 60 200 5 1 200 2 1 90 9 20 5 100 7 90 600 80 1 3 10 1 100 5 20 20 5 3 60 40 60 1 90 90 600 90 600 40 1 200 100 60 40 Total: 7436 = 2 x 2 x 11 x 13 x 13. 7.12.1.2.4.2.3.2.1.1 Even positioned groups of 12 from 7.12.1.4.2.2.12: 20 9 10 30 7 90 300 1 80 9 90 1 60 40 200 70 60 100 600 40 1 80 400 9 60 40 1 20 9 1 7 100 600 60 4 5 5 9 80 1 90 1 9 30 1 100 60 90 1 80 5 4 600 10 5 40 9 40 1 90 60 40 20 5 3 60 70 20 7 80 600 8 90 1 200 100 60 200 7 90 60 200 90 60 40 1 100 7 90 70 5 80 9 4 5 100 100 9 7 20 9 1 200 100 60 40 60 9 Total: 7832 = 2 x 2 x 2 x 11 x 89. 7.12.1.2.4.2.3.2.1.2 Odd positioned groups of 72 from 7.12.1.4.2.2.12: 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 90 70 80 60 300 7 60 40 200 70 60 100 600 40 1 80 400 9 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 7 100 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 100 7 90 600 80 1 40 1 100 7 90 70 5 80 9 4 5 100 3 10 1 100 5 20 20 5 3 60 40 60 100 9 7 20 9 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 11066 = 2 x 11 x 503. 7.12.1.2.4.2.3.2.1.2.1 Even positioned groups of 72 from 7.12.1.4.2.2.12: 5 9 80 1 90 1 9 30 1 100 60 90 100 60 200 4 9 10 5 40 1 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 70 20 7 80 600 8 9 30 1 100 9 1 30 60 200 5 1 200 Total: 4202 = 2 x 11 x 191. 7.12.1.2.4.2.3.2.1.2.2 Odd positioned groups of 3 from 7.12.1.4.2.2.13: 100 7 40 400 20 1 1 10 60 5 100 7 5 90 400 5 2 1 9 50 1 1 200 100 1 9 30 7 3 3 5 9 90 60 40 20 70 20 7 9 30 1 30 60 200 90 1 200 7 90 60 2 1 90 5 2 20 9 20 5 100 5 90 60 9 600 30 1 100 10 1 9 10 1 9 8 600 40 200 100 60 100 7 90 40 1 100 5 80 9 3 10 1 20 5 3 100 9 7 200 100 60 1 90 90 40 1 200 Total: 6336 = 2 x 2 x 2 x 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.2.4.2.3.2.1.2.2.1 Even positioned groups of 3 from 7.12.1.4.2.2.13: 90 70 5 30 200 4 10 10 9 90 1 40 1 9 80 90 9 20 40 1 200 60 40 100 1 100 9 1 80 5 100 60 70 5 3 60 80 600 8 100 9 1 5 1 200 100 60 200 200 90 60 9 20 5 1 90 300 3 60 40 60 10 1 90 4 5 5 600 40 70 80 5 70 9 90 200 40 1 40 5 9 600 80 1 7 90 70 4 5 100 100 5 20 60 40 60 20 9 1 40 60 9 600 90 600 100 60 40 Total: 8250 = 2 x 3 x 5 x 5 x 5 x 11. 7.12.1.2.4.2.3.2.1.2.2.1.1 Odd positioned groups of 3 from 7.12.1.4.2.2.14: 9 40 60 10 1 9 1 30 70 90 60 200 5 4 60 1 90 1 600 40 4 5 9 1 8 5 60 20 9 10 300 1 80 9 60 9 90 70 80 60 40 200 600 40 1 200 10 1 60 40 7 60 40 1 40 60 40 9 20 1 100 9 40 200 4 5 40 7 1 200 20 5 7 3 5 600 200 30 9 4 5 7 100 600 90 600 90 1 6 60 5 9 80 9 30 1 100 60 200 5 40 1 1 80 5 5 40 9 Total: 7469 = 7 x 11 x 97. 7.12.1.2.4.2.3.2.1.2.2.1.2 Even positioned groups of 3 from 7.12.1.4.2.2.14: 9 90 20 100 60 40 5 20 600 90 60 200 10 9 30 40 60 9 9 1 100 100 60 200 200 10 1 30 7 90 9 90 1 100 1 90 60 300 7 70 60 100 80 400 9 70 5 10 3 5 30 20 9 1 2 1 80 100 60 90 1 8 5 1 200 100 200 100 60 3 60 200 30 600 40 9 40 60 5 9 70 60 4 5 5 10 80 40 20 5 1 90 1 100 60 90 4 9 10 200 100 60 4 600 10 40 1 90 Total: 7623 = 3 x 3 x 7 x 11 x 11. SF: 35 = 5 x 7. 7.12.1.2.4.2.3.2.1.2.2.2 Odd positioned groups of 7 from 7.12.1.4.2.3.1: 60 100 1 40 60 200 40 90 5 200 90 60 200 5 1 40 60 9 1 9 60 10 1 9 6 7 100 90 1 70 5 10 60 40 7 5 40 60 40 400 80 9 5 30 600 40 100 1 200 1 100 60 90 100 60 200 5 90 100 60 60 40 60 70 5 9 80 5 2 1 40 100 1 9 40 100 5 40 4 80 60 40 9 200 90 60 2 1 90 9 20 5 1 40 1 100 1 9 5 10 100 7 90 600 80 9 1 10 1 9 20 1 Total: 6655 = 5 x 11 x 11 x 11. 7.12.1.2.4.2.3.2.1.3 Even positioned groups of 7 from 7.12.1.4.2.3.1: 5 20 8 7 60 60 9 4 60 10 9 30 1 90 70 5 90 600 40 5 9 9 10 1 9 60 200 10 3 40 1 8 5 60 30 90 100 60 5 60 7 3 80 600 8 7 100 9 30 4 9 10 90 60 20 1 20 7 40 100 7 40 90 90 9 20 1 200 100 60 90 4 5 1 200 100 60 100 60 200 7 90 60 200 5 90 600 90 60 40 90 90 600 90 70 60 4 5 1 40 1 100 7 7 20 2 600 40 90 70 60 3 Total: 7887 = 3 x 11 x 239. 7.12.1.2.4.2.3.2.1.4 Odd positioned groups of 8 from 7.12.1.4.2.3.2: 10 5 9 40 60 9 90 20 5 9 1 100 60 200 8 5 60 200 40 100 70 5 9 4 5 30 60 40 1 20 9 1 9 100 7 90 600 40 100 1 600 60 4 5 90 600 90 5 60 90 5 9 70 5 100 60 9 3 60 40 200 70 5 100 30 1 100 9 5 50 5 80 40 1 70 20 7 80 600 8 9 20 5 3 60 40 100 5 1 9 5 9 100 1 200 80 90 70 5 80 9 4 5 100 Total: 6688 = 2 x 2 x 2 x 2 x 2 x 11 x 19. 7.12.1.2.4.2.3.2.2 Even positioned groups of 8 from 7.12.1.4.2.3.2: 60 9 90 60 9 7 90 60 60 200 10 1 100 7 90 10 7 600 90 70 80 60 300 7 9 20 1 100 60 90 100 9 9 100 60 40 5 9 90 4 10 80 1 6 60 40 20 5 80 1 20 1 2 60 40 100 7 90 1 40 5 90 400 1 400 60 30 5 40 60 9 4 10 5 300 1 20 7 90 1 90 60 10 1 60 30 600 40 60 200 10 1 9 70 9 90 20 5 3 60 40 60 100 9 Total: 6622 = 2 x 7 x 11 x 43. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.2.4.2.4 Odd positioned groups of 26 from 7.12.1.4.2.3.2: 10 1 100 7 90 10 60 200 40 100 70 5 9 4 7 600 90 70 80 60 300 7 5 30 60 40 90 4 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 60 90 5 9 70 5 100 60 100 9 5 50 5 80 400 60 30 5 40 60 9 4 40 1 70 20 7 80 600 8 10 5 300 1 200 80 60 200 10 1 9 70 9 90 90 70 5 80 9 4 5 100 20 5 3 60 40 60 100 9 Total: 7612 = 2 x 2 x 11 x 173. 7.12.1.3 Even positioned groups of 26 from 7.12.1.4.2.3.2: 10 5 9 40 60 9 90 20 60 9 90 60 9 7 90 60 5 9 1 100 60 200 8 5 60 200 1 20 9 1 9 20 1 100 60 90 100 9 9 100 7 90 600 40 100 1 9 100 60 40 5 9 80 1 20 1 2 60 40 100 9 3 60 40 200 70 5 100 7 90 1 40 5 90 400 1 30 1 20 7 90 1 9 20 5 3 60 40 100 5 90 60 10 1 60 30 600 40 1 9 5 9 100 1 Total: 5698 = 2 x 7 x 11 x 37. 7.12.1.3.1 Odd positioned groups of 12 from 7.12.1.4.2.3.4: 70 5 9 4 7 600 90 70 80 60 300 7 60 40 7 3 5 30 60 40 1 20 9 1 60 30 5 40 60 40 400 80 9 90 100 60 60 40 60 20 7 40 100 7 40 90 70 5 5 90 400 1 9 80 5 2 1 90 9 20 5 50 5 80 400 60 30 5 40 60 9 4 100 1 200 80 60 200 10 1 9 70 9 90 40 1 100 7 90 70 5 80 9 4 5 100 10 1 9 20 1 2 600 40 90 70 60 3 Total: 6798 = 2 x 3 x 11 x 103. SF: 119 = 7 x 17. 7.12.1.3.2 Even positioned groups of 12 from 7.12.1.4.2.3.4: 5 9 10 1 9 6 7 100 60 200 40 100 90 9 10 1 9 60 200 10 1 70 5 10 9 20 1 100 60 90 100 9 40 1 8 5 80 1 20 1 2 60 40 100 5 90 100 60 9 3 60 40 200 70 5 100 7 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 40 1 100 1 9 90 600 90 1 9 5 9 70 60 4 5 5 10 100 7 90 600 80 1 20 5 3 60 40 60 100 9 7 20 9 1 Total: 5621 = 7 x 11 x 73. SF: 91 = 7 x 13. 7.12.1.4 Odd positioned groups of 36 from 7.12.1.4.2.3.4: 5 9 10 1 9 6 7 100 60 200 40 100 70 5 9 4 7 600 90 70 80 60 300 7 90 9 10 1 9 60 200 10 1 70 5 10 80 1 20 1 2 60 40 100 5 90 100 60 60 40 60 20 7 40 100 7 40 90 70 5 9 3 60 40 200 70 5 100 7 90 1 40 40 1 100 1 9 90 600 90 1 9 5 9 100 1 200 80 60 200 10 1 9 70 9 90 70 60 4 5 5 10 100 7 90 600 80 1 Total: 6864 = 2 x 2 x 2 x 2 x 3 x 11 x 13. SF: 35 = 5 x 7. 7.12.1.4.1 Even positioned groups of 36 from 7.12.1.4.2.3.4: 60 40 7 3 5 30 60 40 1 20 9 1 9 20 1 100 60 90 100 9 40 1 8 5 60 30 5 40 60 40 400 80 9 90 100 60 5 90 400 1 9 80 5 2 1 90 9 20 1 200 100 60 40 100 1 9 30 1 100 9 5 50 5 80 400 60 30 5 40 60 9 4 40 1 100 7 90 70 5 80 9 4 5 100 20 5 3 60 40 60 100 9 7 20 9 1 10 1 9 20 1 2 600 40 90 70 60 3 Total: 5555 = 5 x 11 x 101. SF: 117 = 3 x 3 x 13. 7.12.1.4.2 Odd positioned groups of 2 from 7.12.1.4.2.4.2: 5 20 90 60 9 1 1 80 200 80 100 1 5 90 90 1 9 100 80 400 5 20 5 60 600 4 30 9 80 8 5 40 100 60 5 3 5 9 7 90 7 300 5 9 20 1 1 1 20 200 600 10 9 40 10 10 10 1 70 60 60 40 20 1 200 100 100 60 60 70 20 5 5 1 10 1 1 7 1 9 90 5 300 200 200 60 600 40 9 70 40 5 100 60 9 5 40 7 7 20 20 100 5 40 90 600 200 100 Total: 7744 = 2 x 2 x 2 x 2 x 2 x 2 x 11 x 11. 7.12.1.4.2.1 Even positioned groups of 2 from 7.12.1.4.2.4.2: 600 600 200 90 90 70 1 10 9 1 40 70 7 9 9 60 1 90 9 100 5 3 400 20 5 90 2 1 7 30 60 200 200 20 60 200 70 9 600 9 5 20 1 20 1 90 70 5 90 4 5 40 1 90 9 7 40 5 40 100 10 1 40 1 60 200 40 100 60 40 3 60 200 40 9 10 90 100 5 9 1 90 80 60 30 5 10 1 80 5 9 200 10 1 3 600 20 9 100 5 9 6 1 600 40 1 60 40 Total: 7854 = 2 x 3 x 7 x 11 x 17. 7.12.1.4.2.1.1 Odd positioned groups of 12 from 7.12.1.4.2.4.3: 1 40 70 5 90 7 20 9 10 30 7 90 60 40 200 70 60 100 600 40 1 80 400 9 600 200 30 9 40 60 9 4 5 5 9 70 5 40 600 300 5 20 5 9 1 20 20 1 20 1 2 60 40 100 60 40 10 1 20 1 100 60 200 100 60 40 7 3 3 1 80 5 200 80 60 200 60 30 60 9 600 90 4 5 8 600 40 200 40 1 200 100 60 40 5 9 Total: 7821 = 3 x 3 x 11 x 79. 7.12.1.4.2.1.1.1 Even positioned groups of 12 from 7.12.1.4.2.4.3: 300 1 80 9 90 1 9 60 9 100 1 90 100 5 20 5 3 5 9 1 200 100 600 60 9 7 90 600 9 7 90 60 200 40 100 60 100 60 100 1 90 400 5 9 80 1 90 1 5 5 40 5 70 1 9 50 1 40 1 200 5 9 90 100 60 70 60 40 20 5 3 60 30 1 100 5 600 40 10 1 9 70 80 5 200 100 60 10 1 9 60 9 20 7 90 100 Total: 6633 = 3 x 3 x 11 x 67. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.1.1.2 Last half of 96 from 7.12.1.4.2.4.3: 20 1 2 60 40 100 60 40 10 1 20 1 5 5 40 5 70 1 9 50 1 40 1 200 100 60 200 100 60 40 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 8 600 40 200 40 1 200 100 60 40 5 9 200 100 60 10 1 9 60 9 20 7 90 100 Total: 6281 = 11 x 571. 7.12.1.4.2.1.2 First half of 96 from 7.12.1.4.2.4.3: 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 60 40 200 70 60 100 600 40 1 80 400 9 100 5 20 5 3 5 9 1 200 100 600 60 600 200 30 9 40 60 9 4 5 5 9 70 9 7 90 600 9 7 90 60 200 40 100 60 5 40 600 300 5 20 5 9 1 20 20 1 100 60 100 1 90 400 5 9 80 1 90 1 Total: 8173 = 11 x 743. SF: 754 = 2 x 13 x 29. 7.12.1.4.2.10 Odd positioned groups of 5 from 7.12.1.4.2.4.4: 10 1 9 100 60 20 600 600 90 60 200 100 600 100 600 1 80 1 10 200 7 30 600 40 4 600 60 400 20 600 20 5 3 60 30 1 80 8 7 30 5 1 200 100 40 200 20 5 3 60 200 90 5 40 1 5 4 600 10 5 400 20 1 30 200 10 9 7 10 1 7 90 10 5 9 30 60 200 5 1 10 1 8 7 30 20 7 90 100 1 60 30 5 40 60 90 300 20 7 20 20 9 7 20 1 3 10 1 100 5 40 1 200 100 60 90 600 90 600 40 Total: 11649 = 3 x 11 x 353. 7.12.1.4.2.10.1 Even positioned groups of 5 from 7.12.1.4.2.4.4: 40 1 30 70 5 200 90 9 40 1 40 9 1 90 70 80 30 60 9 90 9 1 100 1 100 4 5 90 30 9 5 40 60 40 2 5 40 60 200 4 7 1 200 100 60 200 1 70 5 20 200 100 60 1 80 40 9 40 1 90 4 1 10 60 10 40 5 70 9 100 30 1 100 9 1 200 40 10 1 9 5 40 60 200 60 9 5 9 90 5 9 5 2 20 1 5 3 600 40 7 100 9 30 5 5 20 100 9 6 5 40 60 9 1 90 1 200 100 60 40 Total: 5830 = 2 x 5 x 11 x 53. 7.12.1.4.2.10.2 Odd positioned groups of 15 from 7.12.1.4.2.4.4: 10 1 9 100 60 40 1 30 70 5 20 600 600 90 60 1 80 1 10 200 80 30 60 9 90 7 30 600 40 4 20 5 3 60 30 5 40 60 40 2 1 80 8 7 30 200 20 5 3 60 200 1 70 5 20 200 90 5 40 1 400 20 1 30 200 4 1 10 60 10 10 9 7 10 1 30 60 200 5 1 200 40 10 1 9 10 1 8 7 30 60 30 5 40 60 9 5 2 20 1 90 300 20 7 20 3 10 1 100 5 20 100 9 6 5 40 1 200 100 60 Total: 6963 = 3 x 11 x 211. 7.12.1.4.2.10.3 Even positioned groups of 15 from 7.12.1.4.2.4.4: 200 90 9 40 1 200 100 600 100 600 40 9 1 90 70 9 1 100 1 100 600 60 400 20 600 4 5 90 30 9 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 40 5 70 9 100 7 90 10 5 9 30 1 100 9 1 5 40 60 200 60 20 7 90 100 1 9 5 9 90 5 5 3 600 40 7 20 9 7 20 1 100 9 30 5 5 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 10516 = 2 x 2 x 11 x 239. 7.12.1.4.2.10.3.1 Odd positioned groups of 4 from 7.12.1.4.2.4.5: 10 1 9 100 70 5 20 600 90 9 40 1 600 40 9 1 1 10 200 80 7 30 600 40 1 40 70 5 3 60 30 5 1 80 8 7 200 4 5 1 1 200 100 60 60 200 600 200 9 4 5 5 90 600 9 7 200 4 1 10 7 10 1 40 7 90 10 5 40 100 60 40 5 5 40 5 1 40 1 200 60 40 60 30 5 2 20 1 60 200 60 30 4 5 30 1 10 1 9 70 40 200 40 1 5 9 200 100 Total: 7458 = 2 x 3 x 11 x 113. 7.12.1.4.2.10.3.1.1 Even positioned groups of 4 from 7.12.1.4.2.4.5: 60 40 1 30 600 90 60 200 200 100 600 100 90 70 1 80 30 60 9 90 4 9 1 100 90 7 20 5 40 60 40 2 30 5 40 60 200 100 40 7 200 20 5 3 30 9 40 60 9 70 9 7 400 20 1 30 60 10 10 9 5 70 9 100 20 1 2 60 10 1 20 1 70 1 9 50 100 60 200 100 5 40 60 9 90 300 200 80 60 9 600 90 100 5 600 40 80 5 8 600 200 100 60 40 60 10 1 9 Total: 8723 = 11 x 13 x 61. 7.12.1.4.2.10.3.1.1.1 Odd positioned groups of 4 from 7.12.1.4.2.4.6: 20 9 10 30 80 9 90 1 1 90 60 40 600 40 1 80 20 5 3 5 600 60 1 100 600 4 5 90 200 40 100 60 5 20 5 9 100 60 100 1 80 1 90 1 200 90 5 40 1 80 5 4 9 40 1 90 80 5 5 9 60 40 20 5 1 100 9 1 1 200 40 10 8 7 30 5 20 7 90 100 90 5 60 9 20 7 20 5 20 9 7 20 5 5 3 10 100 9 6 5 60 40 60 9 90 600 40 1 Total: 6259 = 11 x 569. 7.12.1.4.2.10.3.1.1.2 Even positioned groups of 4 from 7.12.1.4.2.4.6: 7 90 300 1 9 60 9 100 200 70 60 100 400 9 100 5 9 1 200 100 600 60 400 20 30 9 90 60 5 40 600 300 1 20 20 1 90 400 5 9 1 70 5 20 1 200 100 60 600 10 5 40 7 3 3 1 90 100 60 70 3 60 9 30 30 60 200 5 1 9 10 1 40 60 200 60 1 9 5 9 20 7 90 100 3 600 40 7 1 100 9 30 1 100 5 20 40 1 200 100 1 90 90 600 200 100 60 40 Total: 9493 = 11 x 863. 7.12.1.4.2.10.3.1.1.2.1 Odd positioned groups of 24 from 7.12.1.4.2.5.1: 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 9 7 90 600 9 7 90 60 200 40 100 60 100 1 200 80 600 8 7 100 600 60 4 5 5 90 400 1 9 80 5 2 1 90 9 20 5 50 5 80 400 60 30 5 40 60 9 4 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 Total: 7975 = 5 x 5 x 11 x 29. 7.12.1.4.2.10.3.1.1.2.2 Even positioned groups of 24 from 7.12.1.4.2.5.1: 100 5 20 5 3 5 9 1 200 100 600 60 90 9 10 1 9 60 200 10 1 70 5 10 90 600 90 5 10 80 1 6 60 40 20 5 90 60 20 1 60 90 5 9 70 5 100 60 100 60 200 100 60 40 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 200 100 60 10 1 9 60 9 20 7 90 100 70 60 4 5 5 10 100 7 90 600 80 1 Total: 6039 = 3 x 3 x 11 x 61. SF: 78 = 2 x 3 x 13. 7.12.1.4.2.10.3.1.1.2.2.1 Last half of 96 from 7.12.1.4.2.5.1: 5 90 400 1 9 80 5 2 1 90 9 20 5 50 5 80 400 60 30 5 40 60 9 4 100 60 200 100 60 40 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 200 100 60 10 1 9 60 9 20 7 90 100 70 60 4 5 5 10 100 7 90 600 80 1 Total: 6688 = 2 x 2 x 2 x 2 x 2 x 11 x 19. 7.12.1.4.2.10.3.1.1.2.2.2 First half of 96 from 7.12.1.4.2.5.1: 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 100 5 20 5 3 5 9 1 200 100 600 60 90 9 10 1 9 60 200 10 1 70 5 10 9 7 90 600 9 7 90 60 200 40 100 60 100 1 200 80 600 8 7 100 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 90 60 20 1 60 90 5 9 70 5 100 60 Total: 7326 = 2 x 3 x 3 x 11 x 37. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.4.2.10.3.1.1.2.2.2.1 Odd positioned groups of 3 from 7.12.1.4.2.5.3: 600 90 60 40 1 200 60 9 90 90 60 200 5 4 60 1 90 1 100 7 90 60 70 5 1 40 70 20 9 10 300 1 80 9 60 9 100 5 20 9 1 200 90 9 10 200 10 1 60 40 7 60 40 1 60 30 5 400 80 9 8 7 30 200 4 5 40 7 1 200 20 5 40 10 1 8 7 30 10 5 300 90 1 200 7 90 60 2 1 90 60 30 600 90 60 40 200 80 60 60 9 600 30 1 100 10 1 9 200 100 60 60 9 20 70 60 4 100 7 90 40 1 100 5 80 9 10 1 9 600 40 90 100 9 6 200 100 60 1 90 90 40 1 200 Total: 10230 = 2 x 3 x 5 x 11 x 31. SF: 52 = 2 x 2 x 13. 7.12.1.4.2.10.3.1.1.2.2.2.2 Even positioned groups of 3 from 7.12.1.4.2.5.3: 200 90 9 100 600 100 60 9 7 90 60 200 10 9 30 40 60 9 10 1 9 90 600 40 5 90 7 30 7 90 9 90 1 100 1 90 5 3 5 100 600 60 1 9 60 70 5 10 3 5 30 20 9 1 40 60 40 90 100 60 5 40 60 1 200 100 200 100 60 3 60 200 9 10 1 5 40 60 1 20 7 100 60 200 200 90 60 9 20 5 40 90 600 90 5 1 200 60 30 90 4 5 5 600 40 70 80 5 10 1 9 7 90 100 5 5 10 600 80 1 7 90 70 4 5 100 20 1 2 70 60 3 5 40 1 40 60 9 600 90 600 100 60 40 Total: 11275 = 5 x 5 x 11 x 41. 7.12.1.4.2.10.3.1.1.3 Last half of 144 from 7.12.1.4.2.5.3: 600 90 60 200 90 9 40 1 200 100 600 100 60 9 90 60 9 7 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 100 7 90 10 1 9 60 70 5 90 600 40 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 100 5 20 5 3 5 9 1 200 100 600 60 90 9 10 1 9 60 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 60 30 5 40 60 40 400 80 9 90 100 60 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 Total: 9944 = 2 x 2 x 2 x 11 x 113. SF: 130 = 2 x 5 x 13. 7.12.1.4.2.10.3.1.1.4 First half of 144 from 7.12.1.4.2.5.3: 40 10 1 9 10 1 8 7 30 5 40 60 10 5 300 1 20 7 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 60 30 600 40 90 600 90 60 40 90 5 1 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 200 100 60 10 1 9 60 9 20 7 90 100 70 60 4 5 5 10 100 7 90 600 80 1 40 1 100 7 90 70 5 80 9 4 5 100 10 1 9 20 1 2 600 40 90 70 60 3 100 9 6 5 40 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 11561 = 11 x 1051. 7.12.1.4.2.10.3.1.1.5 Odd positioned groups of 9 from 7.12.1.4.2.5.4: 9 7 90 600 9 7 90 60 200 7 100 600 60 4 5 90 600 90 90 60 20 1 60 90 5 9 70 5 40 1 200 100 60 1 80 5 7 10 1 40 5 70 9 100 7 5 100 7 90 1 40 5 90 400 5 50 5 80 400 60 30 5 40 7 3 3 1 80 5 5 9 90 Total: 5390 = 2 x 5 x 7 x 7 x 11. 7.12.1.4.2.10.3.1.1.6 Even positioned groups of 9 from 7.12.1.4.2.5.4: 40 100 60 100 1 200 80 600 8 5 10 80 1 6 60 40 20 5 5 100 60 1 70 5 20 200 90 4 600 10 5 40 9 40 1 90 90 10 5 9 3 60 40 200 70 1 9 80 5 2 1 90 9 20 60 9 4 100 60 200 100 60 40 100 60 70 60 40 20 5 3 60 Total: 4521 = 3 x 11 x 137. 7.12.1.4.2.10.3.1.2 Odd positioned groups of 12 from 7.12.1.4.2.5.4: 9 7 90 600 9 7 90 60 200 40 100 60 90 600 90 5 10 80 1 6 60 40 20 5 1 70 5 20 200 90 5 40 1 200 100 60 7 10 1 40 5 70 9 100 7 90 10 5 5 90 400 1 9 80 5 2 1 90 9 20 100 60 200 100 60 40 7 3 3 1 80 5 Total: 4796 = 2 x 2 x 11 x 109. 7.12.1.4.2.10.3.1.3 Even positioned groups of 12 from 7.12.1.4.2.5.4: 100 1 200 80 600 8 7 100 600 60 4 5 90 60 20 1 60 90 5 9 70 5 100 60 1 80 5 4 600 10 5 40 9 40 1 90 9 3 60 40 200 70 5 100 7 90 1 40 5 50 5 80 400 60 30 5 40 60 9 4 5 9 90 100 60 70 60 40 20 5 3 60 Total: 5115 = 3 x 5 x 11 x 31. 7.12.1.4.2.10.3.1.3.1 Odd positioned groups of 27 from 7.12.1.4.2.6.2: 100 40 200 5 8 60 9 5 5 40 9 20 1 100 40 30 5 600 40 1 70 80 10 80 60 90 30 100 60 20 4 90 9 5 60 5 60 2 80 20 100 90 9 1 5 100 90 40 1 100 40 9 4 60 1 1 60 100 90 60 40 20 40 7 90 5 20 30 4 10 10 9 1 60 100 40 1 1 5 5 1 60 7 100 9 9 5 30 40 9 2 1 300 20 3 40 5 60 1 1 1 90 90 9 9 1 80 200 Total: 4895 = 5 x 11 x 89. SF: 105 = 3 x 5 x 7. 7.12.1.4.2.10.3.1.3.1.1 Even positioned groups of 27 from 7.12.1.4.2.6.2: 40 9 100 9 100 200 5 200 1 9 1 6 100 200 100 5 4 600 70 60 7 40 70 100 40 80 9 3 30 40 200 9 60 4 5 70 40 300 20 9 20 1 60 1 400 9 1 1 30 100 90 60 4 10 50 40 200 200 60 100 9 1 9 100 90 5 200 60 4 60 9 1 20 80 8 30 100 1 60 5 200 1 70 90 600 200 1 100 40 9 7 5 600 7 9 20 100 30 5 10 100 20 5 60 60 9 20 1 Total: 7623 = 3 x 3 x 7 x 11 x 11. SF: 35 = 5 x 7. 7.12.1.4.2.10.3.1.3.1.2 Last half of 108 from 7.12.1.4.2.6.2: 1 1 60 100 90 60 40 20 40 7 90 5 20 30 4 10 10 9 1 60 100 40 1 1 5 5 1 50 40 200 200 60 100 9 1 9 100 90 5 200 60 4 60 9 1 20 80 8 30 100 1 60 5 200 60 7 100 9 9 5 30 40 9 2 1 300 20 3 40 5 60 1 1 1 90 90 9 9 1 80 200 1 70 90 600 200 1 100 40 9 7 5 600 7 9 20 100 30 5 10 100 20 5 60 60 9 20 1 Total: 5874 = 2 x 3 x 11 x 89. SF: 105 = 3 x 5 x 7. 7.12.1.4.2.10.3.1.3.1.3 First half of 108 from 7.12.1.4.2.6.2: 100 40 200 5 8 60 9 5 5 40 9 20 1 100 40 30 5 600 40 1 70 80 10 80 60 90 30 40 9 100 9 100 200 5 200 1 9 1 6 100 200 100 5 4 600 70 60 7 40 70 100 40 80 9 100 60 20 4 90 9 5 60 5 60 2 80 20 100 90 9 1 5 100 90 40 1 100 40 9 4 60 3 30 40 200 9 60 4 5 70 40 300 20 9 20 1 60 1 400 9 1 1 30 100 90 60 4 10 Total: 6644 = 2 x 2 x 11 x 151. 7.12.1.4.2.10.3.1.3.1.4 Odd positioned groups of 72 from 7.12.1.4.2.6.3: 60 100 60 200 20 8 60 9 10 5 60 9 10 1 60 40 70 5 600 40 90 70 1 10 30 60 7 30 4 9 5 9 60 200 60 200 5 9 9 6 60 200 70 5 7 600 80 60 60 40 60 100 1 80 1 100 400 20 5 90 20 5 30 5 40 2 9 20 60 90 40 1 40 100 4 5 100 60 80 60 40 1 7 80 9 30 9 1 200 5 200 60 90 100 5 9 60 30 60 9 20 1 9 20 60 40 90 60 40 1 9 90 1 9 100 1 60 200 9 70 8 600 40 1 60 40 20 7 3 600 20 9 1 100 5 5 1 100 20 5 40 60 7 20 Total: 8778 = 2 x 3 x 7 x 11 x 19. SF: 42 = 2 x 3 x 7. 7.12.1.4.2.10.3.1.3.2 Even positioned groups of 72 from 7.12.1.4.2.6.3: 9 100 600 40 9 100 5 9 5 60 5 30 600 200 40 60 5 5 5 40 5 20 1 20 100 60 90 400 80 1 9 30 60 90 200 4 80 1 2 60 5 90 60 40 7 40 40 90 400 20 200 4 60 10 20 1 40 100 10 1 5 5 70 1 1 40 1 200 40 100 30 1 Total: 4972 = 2 x 2 x 11 x 113. 7.12.1.4.2.10.3.1.4 Odd positioned groups of 3 from 7.12.1.4.2.6.5: 60 100 1 60 9 90 10 1 9 600 40 9 30 60 9 5 9 1 5 9 10 70 5 9 60 40 200 1 100 600 20 5 3 9 20 1 9 100 7 5 9 90 600 200 30 5 40 600 100 60 100 9 30 1 80 1 20 60 40 60 400 20 1 20 1 2 5 5 40 1 200 100 40 100 5 80 60 40 9 30 1 200 60 20 60 30 5 9 20 5 40 1 100 100 1 200 8 600 40 20 7 20 1 100 9 20 5 3 Total: 7370 = 2 x 5 x 11 x 67. 7.12.1.4.2.10.3.1.4.1 Even positioned groups of 3 from 7.12.1.4.2.6.5: 40 60 200 5 10 5 100 60 40 1 90 70 90 7 30 100 60 200 1 9 6 4 7 600 70 60 100 60 400 20 60 30 5 100 60 90 90 600 40 4 5 60 9 40 60 300 5 20 1 90 400 100 60 90 1 2 60 20 7 40 30 200 4 60 40 100 5 70 1 60 40 100 90 4 5 9 40 1 100 9 1 7 90 100 40 60 9 3 60 40 1 9 90 80 60 200 200 40 1 5 3 600 30 5 5 60 40 60 Total: 7821 = 3 x 3 x 11 x 79. 7.12.1.4.2.10.3.1.4.2 Odd positioned groups of 9 from 7.12.1.4.2.6.5: 5 10 5 10 1 9 100 60 40 90 7 30 5 9 1 100 60 200 4 7 600 60 40 200 70 60 100 60 30 5 9 20 1 100 60 90 4 5 60 600 200 30 9 40 60 1 90 400 9 30 1 100 60 90 20 7 40 400 20 1 30 200 4 5 70 1 1 200 100 60 40 100 9 40 1 9 30 1 100 9 1 40 60 9 9 20 5 3 60 40 80 60 200 8 600 40 200 40 1 30 5 5 20 5 3 60 40 60 Total: 7249 = 11 x 659. 7.12.1.4.2.10.3.1.4.2.1 Even positioned groups of 9 from 7.12.1.4.2.6.5: 60 100 1 40 60 200 60 9 90 600 40 9 1 90 70 30 60 9 5 9 10 1 9 6 70 5 9 1 100 600 60 400 20 20 5 3 9 100 7 90 600 40 5 9 90 5 40 600 300 5 20 100 60 100 80 1 20 1 2 60 60 40 60 20 1 2 60 40 100 5 5 40 40 100 5 90 4 5 80 60 40 200 60 20 7 90 100 60 30 5 40 1 100 1 9 90 100 1 200 20 7 20 5 3 600 1 100 9 Total: 7942 = 2 x 11 x 19 x 19. 7.12.1.4.2.10.3.1.4.2.2 Odd positioned groups of 18 from 7.12.1.4.2.6.5: 600 40 9 1 90 70 30 60 9 90 7 30 5 9 1 100 60 200 1 100 600 60 400 20 20 5 3 60 30 5 9 20 1 100 60 90 5 40 600 300 5 20 100 60 100 1 90 400 9 30 1 100 60 90 20 1 2 60 40 100 5 5 40 5 70 1 1 200 100 60 40 100 200 60 20 7 90 100 60 30 5 40 60 9 9 20 5 3 60 40 20 7 20 5 3 600 1 100 9 30 5 5 20 5 3 60 40 60 Total: 7667 = 11 x 17 x 41. 7.12.1.4.2.10.3.2 Even positioned groups of 18 from 7.12.1.4.2.6.5: 60 100 1 40 60 200 60 9 90 5 10 5 10 1 9 100 60 40 5 9 10 1 9 6 70 5 9 4 7 600 60 40 200 70 60 100 9 100 7 90 600 40 5 9 90 4 5 60 600 200 30 9 40 60 80 1 20 1 2 60 60 40 60 20 7 40 400 20 1 30 200 4 40 100 5 90 4 5 80 60 40 9 40 1 9 30 1 100 9 1 40 1 100 1 9 90 100 1 200 80 60 200 8 600 40 200 40 1 Total: 7524 = 2 x 2 x 3 x 3 x 11 x 19. 7.12.1.4.2.10.4 Odd positioned groups of 2 from 7.12.1.4.2.6.6: 40 5 7 60 60 9 1 30 20 600 1 10 600 40 1 100 60 200 7 100 40 100 80 60 600 40 400 9 5 90 40 60 1 80 40 1 100 1 60 40 5 30 9 4 9 70 1 20 5 9 90 1 200 4 40 100 100 60 40 90 1 10 10 9 10 1 9 50 1 200 30 1 1 200 40 4 7 80 30 60 1 200 5 9 5 2 90 300 90 60 600 90 5 9 9 70 200 100 5 9 20 9 3 10 5 20 7 20 Total: 7392 = 2 x 2 x 2 x 2 x 2 x 3 x 7 x 11. 7.12.1.4.2.10.4.1 Even positioned groups of 2 from 7.12.1.4.2.6.6: 20 8 9 40 90 20 70 5 1 80 200 80 4 9 8 5 10 1 60 200 90 70 300 7 1 80 600 4 30 9 40 2 100 9 8 5 9 100 7 3 600 40 5 5 5 9 20 1 80 1 100 60 9 10 5 90 100 7 70 5 60 10 60 40 20 1 1 40 1 9 100 9 100 60 70 20 600 8 200 5 1 9 90 5 20 1 100 5 10 1 1 9 10 1 9 90 60 40 40 7 7 20 1 100 100 9 9 1 Total: 5786 = 2 x 11 x 263. 7.12.1.4.2.10.4.1.1 Odd positioned groups of 4 from 7.12.1.4.2.6.7: 60 100 1 40 10 5 9 40 70 5 20 600 30 60 9 90 60 200 8 5 60 200 40 100 60 40 200 70 400 20 600 4 40 2 1 80 9 100 7 90 5 60 7 3 5 5 9 70 100 60 100 1 60 90 100 60 5 90 100 60 400 20 1 30 40 100 60 40 1 40 1 200 40 100 5 90 40 1 70 20 200 5 1 200 60 30 5 40 60 40 100 5 1 9 5 9 8 600 40 200 3 600 40 7 1 100 5 20 Total: 8228 = 2 x 2 x 11 x 11 x 17. 7.12.1.4.2.10.4.1.1.1 Even positioned groups of 4 from 7.12.1.4.2.6.7: 60 200 40 5 60 9 90 20 600 40 9 1 7 30 600 40 60 200 10 1 70 5 9 4 60 100 600 40 5 90 30 9 9 20 1 100 600 40 100 1 5 30 600 40 5 40 600 300 90 400 5 9 200 4 9 10 60 40 60 20 200 4 1 10 10 1 20 1 1 200 100 60 4 5 1 200 7 80 600 8 200 60 20 7 60 9 5 2 90 60 10 1 100 1 200 80 40 1 200 100 20 9 7 20 20 5 3 60 Total: 9405 = 3 x 3 x 5 x 11 x 19. 7.12.1.4.2.10.4.1.1.1.1 Odd positioned groups of 16 from 7.12.1.4.2.7.1: 5 9 10 1 9 6 7 100 60 200 40 100 70 5 9 4 1 80 400 9 100 5 20 5 3 5 9 1 200 100 600 60 10 80 1 6 60 40 20 5 5 40 600 300 5 20 5 9 1 200 100 60 40 100 1 9 30 1 100 9 5 50 5 80 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 60 200 10 1 9 70 9 90 8 600 40 200 40 1 200 100 Total: 6479 = 11 x 19 x 31. 7.12.1.4.2.10.4.1.1.1.1.1 Even positioned groups of 16 from 7.12.1.4.2.7.1: 7 600 90 70 80 60 300 7 60 40 200 70 60 100 600 40 100 1 200 80 600 8 7 100 600 60 4 5 90 600 90 5 1 20 20 1 100 60 100 1 90 400 5 9 80 1 90 1 400 60 30 5 40 60 9 4 100 60 200 100 60 40 7 3 40 1 100 1 9 90 600 90 1 9 5 9 100 1 200 80 60 40 5 9 200 100 60 10 1 9 60 9 20 7 90 100 Total: 9207 = 3 x 3 x 3 x 11 x 31. 7.12.1.4.2.10.4.1.1.1.1.1.1 Odd positioned groups of 8 from 7.12.1.4.2.7.2: 60 9 90 60 9 7 90 60 9 30 1 90 1 40 60 9 1 10 200 80 30 60 9 90 9 20 1 100 60 90 100 9 60 40 400 80 9 90 100 60 5 1 200 100 40 7 1 200 80 1 20 1 2 60 40 100 7 40 100 7 40 90 70 5 60 10 10 9 7 10 1 40 10 5 300 1 20 7 90 1 90 60 2 1 90 9 20 5 5 9 90 5 60 30 5 40 20 5 3 60 40 60 100 9 1 2 600 40 90 70 60 3 60 40 60 9 1 90 90 600 Total: 6765 = 3 x 5 x 11 x 41. 7.12.1.4.2.10.4.1.1.1.1.1.2 Even positioned groups of 8 from 7.12.1.4.2.7.2: 200 90 60 200 5 4 60 10 600 40 9 1 90 70 1 80 7 30 600 40 4 9 1 100 40 1 8 5 60 30 5 40 8 7 30 5 40 60 200 4 100 60 200 20 5 3 60 200 5 90 100 60 60 40 60 20 400 20 1 30 200 4 1 10 5 70 9 100 7 90 10 5 200 100 60 200 7 90 60 200 200 60 20 7 90 100 1 9 60 9 5 2 20 1 90 300 7 20 9 1 10 1 9 20 100 9 6 5 40 1 200 100 90 600 40 1 200 100 60 40 Total: 8459 = 11 x 769. SF: 780 = 2 x 2 x 3 x 5 x 13. 7.12.1.4.2.10.4.1.1.1.1.1.2.1 Odd positioned groups of 48 from 7.12.1.4.2.7.2: 9 20 1 100 60 90 100 9 40 1 8 5 60 30 5 40 60 40 400 80 9 90 100 60 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 10 5 300 1 20 7 90 1 200 100 60 200 7 90 60 200 90 60 2 1 90 9 20 5 200 60 20 7 90 100 1 9 5 9 90 5 60 30 5 40 60 9 5 2 20 1 90 300 Total: 5819 = 11 x 23 x 23. 7.12.1.4.2.10.4.1.1.1.1.1.2.2 Even positioned groups of 48 from 7.12.1.4.2.7.2: 60 9 90 60 9 7 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 600 40 9 1 90 70 1 80 1 10 200 80 30 60 9 90 7 30 600 40 4 9 1 100 80 1 20 1 2 60 40 100 5 90 100 60 60 40 60 20 7 40 100 7 40 90 70 5 400 20 1 30 200 4 1 10 60 10 10 9 7 10 1 40 5 70 9 100 7 90 10 5 20 5 3 60 40 60 100 9 7 20 9 1 10 1 9 20 1 2 600 40 90 70 60 3 100 9 6 5 40 1 200 100 60 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 9405 = 3 x 3 x 5 x 11 x 19. 7.12.1.4.2.10.4.1.1.1.1.2 Odd positioned groups of 12 from 7.12.1.4.2.9.1: 10 1 9 100 60 40 1 30 70 5 20 600 600 40 9 1 90 70 1 80 1 10 200 80 1 40 70 5 90 7 20 9 10 30 7 90 60 40 200 70 60 100 600 40 1 80 400 9 80 1 20 1 2 60 40 100 5 90 100 60 9 3 60 40 200 70 5 100 7 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 40 100 5 90 4 5 1 200 100 60 40 4 10 5 300 1 20 7 90 1 200 100 60 200 Total: 7645 = 5 x 11 x 139. 7.12.1.4.2.10.4.1.1.1.1.2.1 Even positioned groups of 12 from 7.12.1.4.2.9.1: 60 100 1 40 60 200 40 5 20 8 7 60 60 9 90 60 9 7 90 60 200 90 60 200 5 9 1 100 60 200 8 5 60 200 10 1 5 9 10 1 9 6 7 100 60 200 40 100 90 9 10 1 9 60 200 10 1 70 5 10 400 20 1 30 200 4 1 10 60 10 10 9 20 1 2 60 40 100 60 40 10 1 20 1 100 60 200 100 60 40 7 3 3 1 80 5 9 30 1 100 9 1 30 60 200 5 1 200 Total: 5632 = 2 x 2 x 2 x 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.4.2.10.4.1.1.1.1.2.1.1 Odd positioned groups of 6 from 7.12.1.4.2.9.2: 60 9 90 5 10 5 600 90 60 200 90 9 5 4 60 10 9 30 30 60 9 90 7 30 100 7 90 10 1 9 300 1 80 9 90 1 70 5 9 4 7 600 100 5 20 5 3 5 60 40 7 3 5 30 60 40 60 20 7 40 7 10 1 40 5 70 5 90 400 1 9 80 5 5 40 5 70 1 5 50 5 80 400 60 5 9 90 100 60 70 80 60 40 9 40 1 40 10 1 9 10 1 7 90 60 200 90 60 Total: 6061 = 11 x 19 x 29. 7.12.1.4.2.10.4.1.1.1.1.2.1.2 Even positioned groups of 6 from 7.12.1.4.2.9.2: 9 40 60 9 90 20 40 1 200 100 600 100 1 90 1 40 60 9 600 40 4 9 1 100 60 70 5 90 600 40 9 60 9 100 1 90 90 70 80 60 300 7 9 1 200 100 600 60 60 40 1 20 9 1 100 7 40 90 70 5 9 100 7 90 10 5 5 2 1 90 9 20 9 50 1 40 1 200 30 5 40 60 9 4 60 40 20 5 3 60 70 20 7 80 600 8 8 7 30 5 40 60 2 1 90 9 20 5 Total: 7425 = 3 x 3 x 3 x 5 x 5 x 11. 7.12.1.4.2.10.4.1.1.1.1.2.2 Odd positioned groups of 2 from 7.12.1.4.2.10.3: 1 100 4 5 3 40 9 20 9 40 5 400 8 7 4 5 1 200 9 100 1 9 90 7 600 200 4 5 90 90 100 1 100 600 90 1 5 40 9 1 100 5 9 30 60 200 20 5 1 70 40 1 5 5 200 60 9 5 5 5 9 20 5 90 600 90 200 80 9 600 100 10 40 1 90 1 200 10 8 600 100 60 60 60 70 60 7 90 100 5 20 7 7 20 9 3 20 5 9 7 9 600 100 9 100 60 90 40 Total: 8338 = 2 x 11 x 379. SF: 392 = 2 x 2 x 2 x 7 x 7. 7.12.1.4.2.10.4.1.1.1.2 Even positioned groups of 2 from 7.12.1.4.2.10.3: 600 600 20 5 60 40 1 100 60 30 80 9 30 200 40 7 20 5 7 100 5 9 3 5 30 9 9 7 60 200 200 7 90 600 6 60 600 5 100 60 9 80 1 100 90 60 9 70 5 5 1 80 40 9 20 1 60 30 2 20 5 100 60 30 60 40 60 60 30 1 1 9 100 600 100 1 1 9 40 200 200 100 9 20 4 100 40 1 80 9 20 40 1 100 10 1 3 100 10 1 40 90 6 200 1 90 1 200 Total: 7755 = 3 x 5 x 11 x 47. 7.12.1.4.2.10.4.1.1.2 Odd positioned groups of 2 from 7.12.1.4.2.10.4: 60 400 30 9 5 2 100 60 8 5 40 90 5 40 200 100 60 3 90 600 60 40 60 30 9 40 9 70 7 40 80 600 4 5 80 40 300 5 20 1 400 1 100 60 9 10 90 5 20 200 100 60 10 40 7 90 90 5 9 1 3 60 10 1 600 90 200 60 4 5 40 70 1 9 5 9 200 70 200 40 5 9 9 7 5 5 80 1 70 4 5 3 7 20 5 100 60 40 9 1 2 70 5 40 60 9 600 100 Total: 7722 = 2 x 3 x 3 x 3 x 11 x 13. SF: 35 = 5 x 7. 7.12.1.4.2.10.4.1.2 Even positioned groups of 2 from 7.12.1.4.2.10.4: 20 90 60 30 1 80 90 1 40 60 100 60 60 1 200 100 60 200 40 100 4 5 600 40 60 5 600 9 100 60 8 60 5 10 20 5 20 20 1 90 90 1 90 4 1 60 100 60 90 200 4 600 1 90 100 9 40 60 90 300 40 60 40 90 5 1 30 90 5 600 80 5 90 9 80 60 9 90 1 40 10 1 90 100 10 600 7 90 5 100 600 9 30 5 5 20 60 20 20 1 60 3 1 40 600 90 60 40 Total: 9207 = 3 x 3 x 3 x 11 x 31. 7.12.1.4.2.10.4.1.3 Odd positioned groups of 8 from 7.12.1.4.2.10.4: 60 400 20 90 30 9 60 30 8 5 40 60 40 90 100 60 60 3 60 200 90 600 40 100 9 40 60 5 9 70 600 9 4 5 5 10 80 40 20 5 400 1 90 1 100 60 90 4 20 200 90 200 100 60 4 600 90 5 40 60 9 1 90 300 600 90 5 1 200 60 30 90 1 9 90 9 5 9 80 60 5 9 10 1 9 7 90 100 70 4 5 100 5 3 600 9 60 40 60 20 9 1 20 1 60 9 600 90 600 100 60 40 Total: 9977 = 11 x 907. 7.12.1.4.2.10.4.1.4 Even positioned groups of 8 from 7.12.1.4.2.10.4: 5 2 1 80 100 60 90 1 5 40 60 1 200 100 200 100 60 40 4 5 60 30 600 40 7 40 100 60 80 600 8 60 300 5 20 20 20 1 1 90 9 10 1 60 90 5 100 60 10 40 1 90 7 90 100 9 3 60 40 60 10 1 40 90 4 5 5 600 40 70 80 5 200 70 9 90 200 40 1 40 5 5 10 600 80 1 7 90 7 20 30 5 5 100 5 20 2 70 60 3 5 40 1 40 Total: 6952 = 2 x 2 x 2 x 11 x 79. 7.12.1.4.2.10.4.2 Odd positioned groups of 1 from 7.12.1.5.2.2.2: 40 80 3 100 60 600 60 600 90 9 100 7 200 90 7 20 1 1 1 9 300 60 90 1 80 70 5 90 8 5 100 100 7 5 90 60 9 4 3 60 1 9 60 40 600 5 20 5 100 90 100 1 1 40 40 9 7 10 9 10 5 90 200 60 9 1 1 7 5 200 80 60 60 9 60 30 9 5 1 3 20 200 9 2 100 40 90 90 1 1 600 90 5 200 3 90 70 5 80 9 1 5 20 9 1 200 20 Total: 7238 = 2 x 7 x 11 x 47. 7.12.1.4.2.10.4.2.1 Even positioned groups of 1 from 7.12.1.5.2.2.2: 5 5 200 60 100 80 9 1 10 60 90 9 10 100 100 9 70 90 9 60 100 40 9 20 9 3 9 30 20 5 9 40 60 40 3 5 100 7 70 40 600 100 4 90 600 9 70 60 60 5 200 70 5 200 9 20 100 10 7 1 100 5 4 40 40 4 200 30 200 90 100 90 40 80 100 60 9 1 20 9 9 60 5 60 1 40 200 4 30 3 90 100 1 40 7 200 60 5 5 20 30 5 9 10 60 100 Total: 6292 = 2 x 2 x 11 x 11 x 13. SF: 39 = 3 x 13. 7.12.1.4.2.10.4.2.2 Odd positioned groups of 3 from 7.12.1.5.3.1.2: 200 40 7 1 200 100 1 8 5 9 7 90 5 9 3 200 100 60 200 4 5 9 20 5 90 1 30 300 1 20 100 600 5 9 5 40 10 1 9 200 100 60 60 9 4 40 60 30 40 9 40 8 60 40 60 40 20 5 3 80 2 1 90 60 200 4 100 600 4 90 5 50 40 60 9 90 100 1 200 100 600 40 1 60 Total: 5984 = 2 x 2 x 2 x 2 x 2 x 11 x 17. 7.12.1.4.2.10.4.2.3 Even positioned groups of 3 from 7.12.1.5.3.1.2: 30 60 40 40 600 40 100 60 90 1 2 2 100 60 40 100 9 4 8 7 30 1 70 5 200 20 5 40 90 60 9 50 1 200 90 1 90 1 40 3 1 3 80 400 60 40 1 9 90 9 30 7 100 60 5 9 90 90 1 200 5 40 7 200 90 100 9 90 200 40 10 1 40 200 30 1 90 300 300 1 20 200 600 40 90 60 9 Total: 6457 = 11 x 587. SF: 598 = 2 x 13 x 23. 7.12.1.4.2.10.4.2.3.1 Odd positioned groups of 5 from 7.12.1.5.5.1.1: 1 80 8 1 300 7 90 5 100 1 200 60 40 100 60 5 90 7 5 9 5 9 90 10 1 60 200 20 5 7 200 90 9 40 1 9 7 5 9 90 70 5 100 5 4 5 90 1 80 9 1 9 70 20 5 8 200 10 1 9 40 200 70 100 5 100 600 20 5 3 200 2 1 90 600 40 1 200 100 600 5 50 60 30 5 60 90 100 1 1 10 5 9 40 1 5 9 60 200 100 40 100 5 60 50 5 40 1 4 5 400 5 100 1 9 Total: 7381 = 11 x 11 x 61. 7.12.1.4.2.10.4.2.3.2 Even positioned groups of 5 from 7.12.1.5.5.1.1: 200 8 5 60 8 70 60 200 90 1 200 100 1 40 70 1 5 90 60 80 1 70 5 70 80 4 5 40 90 60 1 60 40 4 5 4 5 60 5 9 200 60 1 70 60 5 1 10 60 10 600 40 5 70 5 10 1 9 3 60 90 40 5 70 200 5 3 80 40 60 40 9 60 200 4 4 9 5 9 90 40 60 9 7 30 90 1 200 100 600 10 100 9 7 40 50 1 200 100 600 60 200 100 9 6 20 9 4 600 80 Total: 7612 = 2 x 2 x 11 x 173. 7.12.1.4.2.10.4.2.3.3 Odd positioned groups of 15 from 7.12.1.5.5.1.3: 4 5 60 5 9 70 5 100 5 4 200 60 1 70 60 1 40 100 20 60 200 70 60 100 100 60 90 100 60 200 5 90 1 80 9 5 1 10 60 10 1 9 70 20 5 40 200 70 100 5 90 40 5 70 200 100 600 20 5 3 40 9 40 40 90 100 8 60 40 100 60 70 60 40 20 Total: 4620 = 2 x 2 x 3 x 5 x 7 x 11. 7.12.1.4.2.10.4.2.3.3.1 Even positioned groups of 15 from 7.12.1.5.5.1.3: 200 90 9 40 1 1 60 40 4 5 9 7 5 9 90 5 9 1 20 20 1 1 2 600 40 200 4 70 5 40 90 8 5 10 1 9 5 100 60 1 9 30 1 40 100 600 40 5 70 5 8 200 10 1 9 10 1 9 3 60 30 5 40 60 9 4 60 40 60 40 60 30 200 90 1 Total: 3817 = 11 x 347. 7.12.1.4.2.10.4.2.3.3.2 Odd positioned groups of 10 from 7.12.1.5.5.1.4: 5 9 5 3 60 200 90 9 1 10 5 600 80 3 60 9 100 600 100 60 200 8 5 60 8 7 90 5 100 1 200 100 1 40 70 5 90 7 5 9 9 1 200 100 600 60 90 60 200 10 4 1 6 5 3 5 30 60 40 1 40 60 100 60 90 1 70 5 70 80 7 8 5 20 7 70 60 40 4 9 200 2 1 90 600 40 9 60 200 4 5 50 60 30 5 40 60 9 7 30 600 90 1 9 5 9 1 2 1 100 5 40 80 200 200 40 1 200 100 60 9 60 600 40 5 10 5 9 40 1 50 1 200 100 600 40 100 5 60 50 20 9 4 600 80 400 5 100 1 9 Total: 11770 = 2 x 5 x 11 x 107. 7.12.1.4.2.10.4.2.3.4 Even positioned groups of 10 from 7.12.1.5.5.1.4: 40 5 20 8 7 60 60 9 7 90 60 1 200 100 100 60 40 1 30 70 200 90 60 100 9 1 80 8 1 300 70 60 200 90 1 200 60 40 100 60 1 5 90 60 80 5 9 90 10 1 1 100 80 9 8 7 1 200 60 200 9 60 7 3 5 30 90 30 9 60 60 200 20 5 7 4 5 40 90 60 5 30 60 200 3 5 3 80 40 60 40 1 200 100 600 4 9 5 9 90 60 90 100 1 1 90 1 200 100 600 600 40 100 5 200 90 60 30 200 70 100 9 8 5 60 200 7 90 100 1 10 100 9 7 40 5 9 60 200 100 60 200 100 9 6 5 40 1 4 5 Total: 10241 = 7 x 7 x 11 x 19. 7.12.1.4.2.10.4.2.4 Odd positioned groups of 25 from 7.12.1.5.5.1.4: 60 40 1 30 70 5 600 80 3 60 9 100 600 100 60 200 90 60 100 9 1 80 8 1 300 5 90 7 5 9 1 5 90 60 80 5 9 90 10 1 9 1 200 100 600 60 90 60 200 10 30 90 30 9 60 40 60 100 60 90 1 70 5 70 80 60 200 20 5 7 4 5 40 90 60 40 9 60 200 4 40 1 200 100 600 4 9 5 9 90 5 50 60 30 5 40 60 9 7 30 90 60 30 200 70 5 40 80 200 200 40 1 200 100 60 100 9 8 5 60 200 7 90 100 1 40 100 5 60 50 60 200 100 9 6 5 40 1 4 5 20 9 4 600 80 400 5 100 1 9 Total: 11286 = 2 x 3 x 3 x 3 x 11 x 19. 7.12.1.4.2.10.4.3 Even positioned groups of 25 from 7.12.1.5.5.1.4: 40 5 20 8 7 60 60 9 7 90 5 9 5 3 60 200 90 9 1 10 60 1 200 100 100 200 8 5 60 8 7 90 5 100 1 70 60 200 90 1 200 60 40 100 60 200 100 1 40 70 1 100 80 9 8 7 1 200 60 200 4 1 6 5 3 5 30 60 40 1 9 60 7 3 5 7 8 5 20 7 70 60 40 4 9 5 30 60 200 3 5 3 80 40 60 200 2 1 90 600 60 90 100 1 1 90 1 200 100 600 600 90 1 9 5 9 1 2 1 100 600 40 100 5 200 9 60 600 40 5 10 5 9 40 1 10 100 9 7 40 5 9 60 200 100 50 1 200 100 600 Total: 10725 = 3 x 5 x 5 x 11 x 13. 7.12.1.4.2.10.4.3.1 Odd positioned groups of 100 from 7.12.1.5.5.1.4: 40 5 20 8 7 60 60 9 7 90 5 9 5 3 60 200 90 9 1 10 60 1 200 100 100 60 40 1 30 70 5 600 80 3 60 9 100 600 100 60 200 90 60 100 9 1 80 8 1 300 200 8 5 60 8 7 90 5 100 1 70 60 200 90 1 200 60 40 100 60 200 100 1 40 70 5 90 7 5 9 1 5 90 60 80 5 9 90 10 1 9 1 200 100 600 60 90 60 200 10 60 90 100 1 1 90 1 200 100 600 600 90 1 9 5 9 1 2 1 100 600 40 100 5 200 90 60 30 200 70 5 40 80 200 200 40 1 200 100 60 100 9 8 5 60 200 7 90 100 1 9 60 600 40 5 10 5 9 40 1 10 100 9 7 40 5 9 60 200 100 50 1 200 100 600 40 100 5 60 50 60 200 100 9 6 5 40 1 4 5 20 9 4 600 80 400 5 100 1 9 Total: 16544 = 2 x 2 x 2 x 2 x 2 x 11 x 47. 7.12.1.4.2.10.4.3.2 Even positioned groups of 100 from 7.12.1.5.5.1.4: 1 100 80 9 8 7 1 200 60 200 4 1 6 5 3 5 30 60 40 1 9 60 7 3 5 30 90 30 9 60 40 60 100 60 90 1 70 5 70 80 60 200 20 5 7 4 5 40 90 60 7 8 5 20 7 70 60 40 4 9 5 30 60 200 3 5 3 80 40 60 200 2 1 90 600 40 9 60 200 4 40 1 200 100 600 4 9 5 9 90 5 50 60 30 5 40 60 9 7 30 Total: 5467 = 7 x 11 x 71. 7.12.1.4.2.10.4.4 Odd positioned groups of 3 from 7.12.1.5.5.2.2: 100 60 9 10 1 9 9 90 3 7 90 5 10 1 80 20 9 8 9 1 80 60 90 1 80 100 200 40 5 9 5 20 60 9 20 5 9 100 7 30 600 40 100 600 40 600 80 1 9 30 1 60 500 5 200 100 60 1 40 8 200 100 60 1 9 50 40 1 9 90 9 30 40 60 90 90 1 40 5 40 7 200 60 20 1 90 300 300 1 20 200 40 1 8 600 40 1 80 60 5 90 100 9 90 5 90 1 90 30 5 40 Total: 8085 = 3 x 5 x 7 x 7 x 11. 7.12.1.4.2.2 Even positioned groups of 3 from 7.12.1.5.5.2.2: 100 9 70 90 3 5 20 20 60 70 60 200 100 1 9 100 7 90 30 7 90 400 9 5 1 30 1 60 40 7 600 8 5 90 100 5 400 20 60 1 40 100 1 70 60 1 9 20 70 5 40 5 9 90 100 60 200 40 70 5 7 10 1 90 1 40 1 40 1 1 100 9 5 9 90 60 200 10 1 30 30 9 90 200 40 10 1 90 10 5 10 1 100 70 60 100 70 5 3 90 100 1 600 100 600 10 1 9 40 60 9 5 9 5 Total: 7227 = 3 x 3 x 11 x 73. 7.12.1.4.2.2.1 Odd positioned groups of 5 from 7.12.1.5.5.2.2: 100 9 70 100 60 1 9 20 20 60 200 7 90 5 100 100 7 90 20 9 1 80 400 9 5 1 80 100 200 60 600 8 5 5 20 20 5 400 20 60 100 30 600 40 1 1 9 20 600 80 30 1 5 9 90 200 200 100 60 40 7 10 1 200 100 9 50 1 40 1 9 90 9 30 5 60 200 10 90 1 40 7 9 90 200 1 1 90 300 90 10 1 100 200 40 600 40 70 5 3 1 5 90 100 600 10 1 9 90 1 5 40 5 9 5 Total: 9163 = 7 x 7 x 11 x 17. SF: 42 = 2 x 3 x 7. 7.12.1.4.2.2.1.1 Even positioned groups of 5 from 7.12.1.5.5.2.2: 9 90 3 5 10 9 90 3 70 60 1 9 10 1 80 8 30 7 90 9 60 90 1 1 30 40 7 40 5 9 60 90 100 5 9 9 100 7 1 40 70 60 100 600 40 1 70 5 40 9 60 500 5 100 60 70 5 1 40 8 60 90 1 40 1 40 1 9 1 100 9 90 40 60 90 40 1 30 30 5 200 60 20 40 10 10 5 300 1 20 1 70 60 100 8 1 80 60 90 100 100 600 9 90 5 90 40 60 9 30 Total: 6149 = 11 x 13 x 43. 7.12.1.4.2.2.1.1.1 Odd positioned groups of 5 from 7.12.1.5.5.4.1: 60 1 60 40 20 7 5 100 9 3 600 1 60 200 60 20 60 90 5 80 100 200 10 80 60 600 70 20 90 90 80 8 1 100 70 100 40 3 30 40 5 600 1 4 90 5 600 5 5 1 600 200 600 1 5 60 20 200 60 60 5 90 500 90 5 60 9 1 200 60 9 5 200 1 60 200 1 9 1 80 90 9 100 70 40 7 9 9 200 60 40 100 9 600 1 1 600 200 1 60 100 200 5 80 90 70 3 80 100 8 100 9 9 200 100 Total: 11341 = 11 x 1031. 7.12.1.4.2.2.1.1.2 Even positioned groups of 5 from 7.12.1.5.5.4.1: 7 10 80 9 60 5 60 90 40 200 90 1 100 40 30 60 90 9 1 100 100 20 3 9 200 200 1 1 1 100 60 60 4 6 9 40 9 8 9 7 9 40 40 8 20 20 30 20 9 1 70 40 40 9 60 1 30 100 90 60 1 1 60 9 5 5 5 400 30 40 60 60 1 9 9 100 40 100 60 100 40 90 200 7 5 4 5 5 9 1 5 2 90 1 1 100 200 60 5 1 90 600 200 1 100 60 5 30 9 7 Total: 5654 = 2 x 11 x 257. 7.12.1.4.2.2.1.1.2.1 Odd positioned groups of 25 from 7.12.1.5.5.4.1: 90 1 100 40 30 20 60 90 5 80 60 90 9 1 100 100 200 10 80 60 100 20 3 9 200 40 9 8 9 7 5 600 1 4 90 9 40 40 8 20 5 600 5 5 1 20 30 20 9 1 1 1 60 9 5 60 9 1 200 60 5 5 400 30 40 9 5 200 1 60 60 60 1 9 9 4 5 5 9 1 40 100 9 600 1 5 2 90 1 1 1 600 200 1 60 100 200 60 5 1 Total: 6545 = 5 x 7 x 11 x 17. 7.12.1.4.2.2.1.1.2.1.1 Even positioned groups of 25 from 7.12.1.5.5.4.1: 60 1 60 40 20 7 10 80 9 60 7 5 100 9 3 5 60 90 40 200 600 1 60 200 60 600 70 20 90 90 200 1 1 1 100 80 8 1 100 70 60 60 4 6 9 100 40 3 30 40 600 200 600 1 5 70 40 40 9 60 60 20 200 60 60 1 30 100 90 60 5 90 500 90 5 200 1 9 1 80 100 40 100 60 100 90 9 100 70 40 40 90 200 7 5 7 9 9 200 60 100 200 5 80 90 90 600 200 1 100 70 3 80 100 8 60 5 30 9 7 100 9 9 200 100 Total: 10450 = 2 x 5 x 5 x 11 x 19. SF: 42 = 2 x 3 x 7. 7.12.1.4.2.2.1.1.2.1.2 Odd positioned groups of 25 from 7.12.1.5.5.4.2: 10 9 60 1 70 20 9 3 600 3 9 60 40 200 600 60 90 1 70 200 5 5 5 1 100 5 600 5 60 3 30 40 600 5 30 60 60 7 5 60 40 300 20 9 20 1 1 1 20 2 9 70 5 70 100 1 30 1 100 200 50 80 60 5 60 4 5 40 9 40 40 30 100 90 30 9 30 80 90 40 1 1 90 90 9 9 1 10 100 2 100 40 40 70 100 5 90 30 40 200 Total: 6721 = 11 x 13 x 47. 7.12.1.4.2.2.1.1.2.1.3 Even positioned groups of 25 from 7.12.1.5.5.4.2: 100 40 200 5 8 60 200 100 70 9 90 9 60 90 5 3 200 9 1 100 10 10 1 100 200 60 9 60 1 60 10 100 30 80 200 9 7 200 600 80 90 200 1 5 40 60 7 5 60 1 40 4 80 70 40 5 1 100 100 200 400 60 70 100 200 9 1 60 100 200 9 60 5 8 10 90 40 40 1 7 60 90 8 40 5 5 90 60 60 20 60 60 10 8 20 70 5 1 100 40 60 70 40 200 1 8 40 40 200 60 5 1 60 9 5 200 9 60 20 90 1 60 90 90 1 Total: 7997 = 11 x 727. 7.12.1.4.2.2.1.1.2.1.4 Odd positioned groups of 1 from 7.12.1.5.5.4.3: 90 1 100 40 30 20 60 90 5 80 60 90 9 1 100 100 200 10 80 60 100 20 3 9 200 40 9 8 9 7 5 600 1 4 90 9 40 40 8 20 5 600 5 5 1 20 30 20 9 1 1 1 60 9 5 60 9 1 200 60 5 5 400 30 40 9 5 200 1 60 60 60 1 9 9 4 5 5 9 1 40 100 9 600 1 5 2 90 1 1 1 600 200 1 60 100 200 60 5 1 Total: 6545 = 5 x 7 x 11 x 17. 7.12.1.4.2.2.1.1.2.2 Even positioned groups of 1 from 7.12.1.5.5.4.3: 10 9 60 1 70 20 9 3 600 3 9 60 40 200 600 60 90 1 70 200 5 5 5 1 100 5 600 5 60 3 30 40 600 5 30 60 60 7 5 60 40 300 20 9 20 1 1 1 20 2 9 70 5 70 100 1 30 1 100 200 50 80 60 5 60 4 5 40 9 40 40 30 100 90 30 9 30 80 90 40 1 1 90 90 9 9 1 10 100 2 100 40 40 70 100 5 90 30 40 200 Total: 6721 = 11 x 13 x 47. 7.12.1.4.2.2.1.2 Odd positioned groups of 10 from 7.12.1.5.5.4.3: 20 20 60 9 90 3 5 600 80 3 100 60 200 90 10 1 80 70 60 200 40 5 9 600 8 5 9 60 7 3 9 60 40 60 40 7 8 5 20 60 20 1 30 1 20 1 9 20 1 2 60 1 9 30 1 1 200 100 60 200 9 4 5 5 200 40 1 9 60 40 4 9 5 30 5 80 9 90 1 40 5 9 2 1 90 10 1 100 1 2 100 5 200 90 60 30 5 40 1 200 Total: 5181 = 3 x 11 x 157. 7.12.1.4.2.2.10 Even positioned groups of 10 from 7.12.1.5.5.4.3: 90 10 1 9 100 60 40 1 30 70 60 9 90 60 9 40 1 200 100 600 100 5 20 5 3 5 9 1 200 100 5 30 600 40 1 600 4 5 90 30 5 40 600 300 5 20 5 9 1 20 1 9 1 70 60 5 9 70 5 100 5 50 5 80 400 60 30 5 40 60 60 40 60 30 1 100 9 90 9 30 40 1 100 1 9 90 600 90 1 9 1 100 600 40 200 40 1 70 60 100 Total: 8085 = 3 x 5 x 7 x 7 x 11. 7.12.1.4.2.2.11 Last half of 100 from 7.12.1.5.5.4.3: 90 10 1 9 100 60 40 1 30 70 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 40 1 200 100 600 100 60 200 90 10 1 80 70 60 200 100 5 20 5 3 5 9 1 200 100 40 5 9 600 8 5 9 60 7 3 5 30 600 40 1 600 4 5 90 30 9 60 40 60 40 7 8 5 20 60 5 40 600 300 5 20 5 9 1 20 20 1 30 1 20 1 9 20 1 2 Total: 7359 = 3 x 11 x 223. 7.12.1.4.2.2.11.1 First half of 100 from 7.12.1.5.5.4.3: 1 9 1 70 60 5 9 70 5 100 60 1 9 30 1 1 200 100 60 200 5 50 5 80 400 60 30 5 40 60 9 4 5 5 200 40 1 9 60 40 60 40 60 30 1 100 9 90 9 30 4 9 5 30 5 80 9 90 1 40 40 1 100 1 9 90 600 90 1 9 5 9 2 1 90 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 100 5 200 90 60 30 5 40 1 200 Total: 5907 = 3 x 11 x 179. 7.12.1.4.2.2.11.2 Odd positioned groups of 1 from 7.12.1.5.5.4.4: 60 1 60 40 20 7 10 80 9 60 7 5 100 9 3 5 60 90 40 200 600 1 60 200 60 600 70 20 90 90 200 1 1 1 100 80 8 1 100 70 60 60 4 6 9 100 40 3 30 40 600 200 600 1 5 70 40 40 9 60 60 20 200 60 60 1 30 100 90 60 5 90 500 90 5 200 1 9 1 80 100 40 100 60 100 90 9 100 70 40 40 90 200 7 5 7 9 9 200 60 100 200 5 80 90 90 600 200 1 100 70 3 80 100 8 60 5 30 9 7 100 9 9 200 100 Total: 10450 = 2 x 5 x 5 x 11 x 19. SF: 42 = 2 x 3 x 7. 7.12.1.4.2.2.11.2.1 Even positioned groups of 1 from 7.12.1.5.5.4.4: 100 40 200 5 8 60 200 100 70 9 90 9 60 90 5 3 200 9 1 100 10 10 1 100 200 60 9 60 1 60 10 100 30 80 200 9 7 200 600 80 90 200 1 5 40 60 7 5 60 1 40 4 80 70 40 5 1 100 100 200 400 60 70 100 200 9 1 60 100 200 9 60 5 8 10 90 40 40 1 7 60 90 8 40 5 5 90 60 60 20 60 60 10 8 20 70 5 1 100 40 60 70 40 200 1 8 40 40 200 60 5 1 60 9 5 200 9 60 20 90 1 60 90 90 1 Total: 7997 = 11 x 727. 7.12.1.4.2.2.11.2.1.1 Odd positioned groups of 45 from 7.12.1.5.5.5.3: 60 100 1 40 60 200 40 5 20 60 9 7 90 5 9 100 60 9 40 1 200 100 600 10 1 10 60 100 60 40 1 30 70 20 20 60 90 60 9 40 1 200 100 600 100 5 9 90 4 5 60 7 3 5 1 70 60 100 600 40 4 200 60 5 9 1 20 20 1 30 1 20 600 80 1 70 5 40 70 5 40 20 60 200 70 60 100 60 200 1 40 100 1 9 90 200 40 1 200 9 5 9 90 5 50 5 200 600 5 2 20 1 90 300 7 30 60 1 90 1 200 100 600 40 1 100 2 1 90 10 1 100 1 2 1 Total: 10120 = 2 x 2 x 2 x 5 x 11 x 23. 7.12.1.4.2.2.11.2.1.1.1 Even positioned groups of 45 from 7.12.1.5.5.5.3: 60 100 9 1 80 8 7 90 5 200 10 1 9 4 60 8 7 90 70 60 200 90 1 200 100 7 90 60 40 90 200 40 8 200 90 60 9 100 7 1 40 100 60 40 4 5 9 90 60 500 5 90 8 5 5 100 60 1 9 30 1 1 200 7 8 5 20 7 70 9 5 9 5 80 9 90 1 40 60 200 3 40 60 200 2 1 90 9 20 5 Total: 4950 = 2 x 3 x 3 x 5 x 5 x 11. 7.12.1.4.2.2.11.2.1.1.1.1 Odd positioned groups of 2 from 7.12.1.5.5.5.5: 60 100 60 200 20 8 10 200 9 70 7 90 100 60 3 5 60 9 5 600 60 9 9 40 100 600 200 90 80 70 60 200 1 80 200 90 100 7 9 8 100 60 60 40 40 8 90 4 7 3 600 40 70 5 1 70 600 40 60 1 70 5 40 100 60 200 20 60 60 100 1 9 100 60 60 200 90 60 7 8 7 70 9 1 60 40 5 30 9 90 40 100 90 200 200 100 200 60 10 1 9 90 5 200 200 30 100 1 600 90 5 9 90 10 1 2 600 40 1 70 Total: 10373 = 11 x 23 x 41. 7.12.1.4.2.2.11.2.1.1.1.2 Even positioned groups of 2 from 7.12.1.5.5.5.5: 1 40 40 5 7 60 80 100 60 9 5 9 9 90 20 20 90 3 80 3 90 60 1 200 100 60 10 1 60 200 90 10 70 60 1 200 90 20 60 40 200 100 90 200 5 9 5 60 5 30 5 9 100 5 60 100 4 200 70 60 40 1 9 100 60 400 200 70 60 200 30 1 90 100 40 60 200 10 5 20 9 5 200 100 4 9 5 80 1 40 1 9 40 1 600 4 20 40 9 5 5 50 600 40 40 1 9 90 1 9 2 1 1 100 1 100 200 40 60 100 Total: 7799 = 11 x 709. 7.12.1.4.2.2.11.2.1.1.2 Odd positioned groups of 15 from 7.12.1.5.5.5.5: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 60 200 90 10 1 80 70 60 200 90 1 200 100 7 90 5 9 90 4 5 60 7 3 5 30 600 40 5 9 70 70 5 40 1 40 100 9 100 60 200 60 400 20 60 200 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 100 1 9 90 200 40 1 200 100 600 4 200 60 20 40 1 100 1 9 90 600 90 1 9 5 9 2 1 90 Total: 8888 = 2 x 2 x 2 x 11 x 101. 7.12.1.4.2.2.11.2.1.2 Even positioned groups of 15 from 7.12.1.5.5.5.5: 100 9 70 60 9 7 90 5 9 100 60 9 90 3 5 40 1 200 100 600 100 60 200 90 10 1 80 70 60 200 20 9 8 60 40 100 60 200 100 60 40 90 200 40 8 5 100 5 1 70 60 100 600 40 4 200 60 1 70 60 70 60 100 60 200 1 9 30 1 100 60 90 100 60 200 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 Total: 9284 = 2 x 2 x 11 x 211. 7.12.1.4.2.2.11.2.1.3 Odd positioned groups of 5 from 7.12.1.5.5.5.7: 90 10 1 9 100 20 20 60 9 90 60 9 90 60 9 100 60 200 90 10 60 100 9 1 80 200 90 60 400 20 1 1 9 100 7 4 5 9 7 90 5 9 90 4 5 600 40 5 9 70 60 400 20 60 200 1 9 30 1 100 5 9 90 60 500 1 9 1 70 60 60 1 9 30 1 5 200 90 100 600 40 100 1 9 90 600 4 200 60 20 9 90 5 50 5 60 30 5 40 60 Total: 7447 = 11 x 677. 7.12.1.4.2.2.11.2.1.3.1 Even positioned groups of 5 from 7.12.1.5.5.5.7: 60 40 1 30 70 3 5 600 80 3 40 1 200 100 600 1 80 70 60 200 8 7 90 5 100 60 200 90 9 40 1 40 100 60 40 60 200 40 1 70 60 7 3 5 30 5 100 5 1 70 70 60 100 60 200 60 90 100 60 200 5 90 8 5 10 5 9 70 5 100 1 200 100 60 200 40 9 60 200 4 200 40 1 200 100 40 10 1 9 5 200 600 40 200 30 9 5 2 20 1 Total: 7645 = 5 x 11 x 139. 7.12.1.4.2.2.11.2.1.3.2 Odd positioned groups of 8 from 7.12.1.5.5.5.7: 90 10 1 9 100 60 40 1 5 600 80 3 60 9 90 60 200 90 10 1 80 70 60 200 5 100 200 90 60 400 20 60 7 1 40 100 60 40 4 5 5 9 90 4 5 60 7 3 100 5 1 70 60 400 20 60 30 1 100 60 90 100 60 200 5 10 1 9 1 70 60 5 1 1 200 100 60 200 5 200 40 100 1 9 90 200 40 1 10 1 9 5 9 90 5 50 5 40 60 9 5 2 20 1 Total: 6391 = 7 x 11 x 83. 7.12.1.4.2.2.11.2.1.4 Even positioned groups of 8 from 7.12.1.5.5.5.7: 30 70 20 20 60 9 90 3 9 40 1 200 100 600 100 60 60 100 9 1 80 8 7 90 200 90 9 40 1 1 9 100 9 7 90 60 200 40 1 70 5 30 600 40 5 9 70 5 200 70 60 100 60 200 1 9 5 9 90 60 500 5 90 8 9 70 5 100 60 1 9 30 90 100 600 40 9 60 200 4 200 100 600 4 200 60 20 40 5 200 600 40 200 30 60 30 Total: 8701 = 7 x 11 x 113. 7.12.1.4.2.2.11.2.2 Odd positioned groups of 25 from 7.12.1.5.5.5.7: 40 1 200 100 600 100 60 200 90 10 1 80 70 60 200 60 100 9 1 80 8 7 90 5 100 60 200 40 1 70 5 9 90 4 5 60 7 3 5 30 600 40 5 9 70 5 100 5 1 70 5 90 8 5 10 1 9 1 70 60 5 9 70 5 100 60 1 9 30 1 1 200 100 60 200 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 60 30 5 40 60 9 5 2 20 1 Total: 6402 = 2 x 3 x 11 x 97. 7.12.1.4.2.2.11.2.2.1 Even positioned groups of 25 from 7.12.1.5.5.5.7: 90 10 1 9 100 60 40 1 30 70 20 20 60 9 90 3 5 600 80 3 60 9 90 60 9 200 90 60 400 20 60 200 90 9 40 1 1 9 100 7 1 40 100 60 40 4 5 9 7 90 60 400 20 60 200 70 60 100 60 200 1 9 30 1 100 60 90 100 60 200 5 9 90 60 500 5 200 90 100 600 40 9 60 200 4 40 100 1 9 90 200 40 1 200 100 600 4 200 60 20 Total: 8690 = 2 x 5 x 11 x 79. 7.12.1.4.2.2.11.2.2.2 Odd positioned groups of 50 from 7.12.1.5.5.5.8: 60 100 1 40 60 200 40 5 20 8 7 60 10 200 80 100 9 70 60 9 7 90 5 9 100 60 9 90 3 5 5 3 60 200 90 9 40 1 200 100 600 10 1 10 60 1 200 100 60 200 60 100 600 40 4 200 60 1 70 60 5 40 600 300 5 20 5 9 1 20 20 1 30 1 20 1 9 20 1 2 600 40 200 4 600 80 1 70 5 40 70 5 40 1 40 100 9 100 60 200 90 300 7 30 60 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 1 100 1 9 90 600 90 1 9 5 9 2 1 90 10 1 100 1 2 1 100 600 40 200 40 1 70 60 100 Total: 12507 = 3 x 11 x 379. 7.12.1.4.2.2.11.3 Even positioned groups of 50 from 7.12.1.5.5.5.8: 1 9 1 300 200 8 5 60 200 10 1 9 4 60 8 7 90 5 100 1 60 200 90 10 1 80 70 60 200 90 1 200 100 7 90 20 9 8 60 40 100 60 200 100 60 40 90 200 40 8 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 60 200 3 5 3 80 1 30 30 5 40 7 40 60 200 2 1 90 9 20 Total: 5533 = 11 x 503. 7.12.1.4.2.2.11.3.1 Odd positioned groups of 1 from 7.12.1.5.6.3.2: 600 3 200 90 3 5 1 5 9 1 60 3 8 90 1 200 40 1 10 8 60 30 30 5 7 20 40 5 60 200 1 100 8 100 1 7 40 40 9 60 9 100 1 5 4 40 600 100 5 2 100 5 1 600 9 100 600 100 3 40 7 40 100 1 1 40 40 2 60 90 80 40 100 80 100 1 30 1 9 40 5 60 9 80 1 40 40 90 1 1 4 40 600 4 5 60 70 40 90 9 7 5 7 90 7 1 1 8 100 200 100 5 Total: 7227 = 3 x 3 x 11 x 73. 7.12.1.4.2.2.11.3.1.1 Even positioned groups of 1 from 7.12.1.5.6.3.2: 40 5 100 1 40 5 9 4 30 40 9 5 7 10 20 5 5 200 40 1 9 600 9 70 30 5 7 40 200 100 100 9 5 1 40 90 100 7 3 100 1 60 8 40 5 1 40 5 1 2 60 9 80 10 40 1 100 60 5 60 90 5 60 40 200 60 100 1 40 10 60 200 60 60 60 100 60 200 90 30 2 40 5 60 200 5 600 10 20 200 9 1 1 90 40 5 1 1 70 4 40 40 90 300 30 30 2 1 5 9 9 3 Total: 6138 = 2 x 3 x 3 x 11 x 31. 7.12.1.4.2.2.11.3.1.1.1 Odd positioned groups of 4 from 7.12.1.5.6.3.3: 200 100 600 40 9 1 200 100 40 5 3 40 40 100 1 9 200 5 3 5 1 200 100 7 8 1 20 30 30 600 40 4 60 90 100 9 20 5 100 1 7 9 7 90 60 40 5 10 600 40 100 60 5 1 80 1 100 60 40 4 40 9 7 90 9 90 100 60 5 70 1 200 20 7 40 100 1 100 9 1 1 200 100 60 40 30 60 200 60 40 10 20 6 60 40 1 70 60 4 90 5 100 60 5 90 1 9 20 1 2 1 400 100 5 30 60 100 9 30 5 Total: 7590 = 2 x 3 x 5 x 11 x 23. 7.12.1.4.2.2.11.3.1.1.2 Even positioned groups of 4 from 7.12.1.5.6.3.3: 20 5 3 5 60 9 90 1 600 100 5 5 90 3 9 60 40 5 100 60 10 40 60 300 60 9 90 7 9 20 1 100 40 1 8 5 2 2 1 40 60 200 40 100 40 1 7 30 100 5 1 70 2 2 1 40 5 9 7 90 60 200 40 5 70 80 1 40 100 60 40 60 7 40 9 30 30 60 200 5 9 90 30 60 5 2 1 20 5 9 4 9 200 100 600 1 5 3 5 40 70 9 70 1 1 30 1 90 8 1 40 9 200 9 40 1 5 3 10 1 Total: 5819 = 11 x 23 x 23. 7.12.1.4.2.2.11.3.1.2 Odd positioned groups of 15 from 7.12.1.5.6.3.3: 200 100 600 40 20 5 3 5 9 1 200 100 60 9 90 9 60 200 5 3 5 40 5 100 60 1 200 100 7 10 9 20 1 100 60 90 100 9 40 1 8 5 20 5 100 5 10 40 1 7 30 600 40 100 60 100 5 1 70 5 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 9 20 1 30 1 90 1 2 1 400 8 1 40 9 100 Total: 7447 = 11 x 677. 7.12.1.4.2.2.11.3.2 Even positioned groups of 15 from 7.12.1.5.6.3.3: 1 40 5 3 40 600 100 5 5 40 100 1 9 90 3 40 60 300 8 1 20 30 60 9 90 7 30 600 40 4 1 2 2 1 40 7 9 7 90 60 200 40 100 60 40 1 80 1 2 2 1 40 100 60 40 4 5 9 7 90 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 90 5 3 5 40 5 100 60 5 70 9 70 1 90 1 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 Total: 5962 = 2 x 11 x 271. 7.12.1.4.2.2.11.3.3 Odd positioned groups of 60 from 7.12.1.5.6.3.3: 200 100 600 40 20 5 3 5 9 1 200 100 60 9 90 1 40 5 3 40 600 100 5 5 40 100 1 9 90 3 9 60 200 5 3 5 40 5 100 60 1 200 100 7 10 40 60 300 8 1 20 30 60 9 90 7 30 600 40 4 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 Total: 7722 = 2 x 3 x 3 x 3 x 11 x 13. SF: 35 = 5 x 7. 7.12.1.4.2.2.11.3.4 Even positioned groups of 60 from 7.12.1.5.6.3.3: 9 20 1 100 60 90 100 9 40 1 8 5 20 5 100 1 2 2 1 40 7 9 7 90 60 200 40 100 60 40 5 10 40 1 7 30 600 40 100 60 100 5 1 70 5 1 80 1 2 2 1 40 100 60 40 4 5 9 7 90 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 90 5 3 5 40 5 100 60 5 70 9 70 1 90 1 9 20 1 30 1 90 1 2 1 400 8 1 40 9 100 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 Total: 5687 = 11 x 11 x 47. 7.12.1.4.2.2.11.3.4.1 Odd positioned groups of 1 from 7.12.1.5.6.3.4: 5 60 9 1 1 60 60 10 3 40 8 5 90 5 1 30 60 5 9 7 60 20 3 40 3 5 600 60 40 200 40 4 9 1 60 9 9 300 100 40 1 7 5 60 4 1 5 600 5 9 1 100 200 600 1 100 200 3 30 40 2 20 60 100 90 20 80 40 40 70 100 200 80 300 100 9 100 80 200 1 100 40 10 40 100 90 5 1 7 1 40 100 90 5 9 5 7 5 5 60 7 60 90 600 7 Total: 7220 = 2 x 2 x 5 x 19 x 19. 7.12.1.4.2.2.11.3.4.2 Even positioned groups of 1 from 7.12.1.5.6.3.4: 4 10 30 90 40 9 9 5 5 7 7 9 10 300 20 9 40 70 90 30 40 5 200 7 30 40 40 200 1 100 7 5 3 80 100 4 1 200 60 10 8 30 40 200 5 80 4 10 40 40 90 1 9 100 9 60 7 5 60 60 1 20 40 5 10 7 60 5 200 60 60 70 60 7 60 5 7 60 40 200 60 5 1 600 7 10 300 20 90 200 1 7 70 80 4 100 40 90 40 9 90 200 300 40 30 Total: 6156 = 2 x 2 x 3 x 3 x 3 x 3 x 19. SF: 35 = 5 x 7. 7.12.1.4.2.2.11.4 Odd positioned groups of 7 from 7.12.1.5.6.3.4: 5 4 60 10 9 30 1 10 5 3 5 40 7 8 1 20 30 9 60 40 5 20 5 3 200 40 7 3 40 1 200 100 40 7 4 9 4 9 1 300 200 100 5 40 60 200 4 5 1 9 40 1 90 100 1 200 200 7 3 5 30 60 40 100 5 90 10 20 7 80 100 60 200 70 80 60 300 80 60 200 40 1 200 100 100 7 90 10 5 300 1 100 7 90 70 5 80 9 5 40 60 9 7 90 60 Total: 5764 = 2 x 2 x 11 x 131. 7.12.1.4.2.2.11.5 Even positioned groups of 7 from 7.12.1.5.6.3.4: 90 1 40 60 9 60 9 7 5 9 90 10 5 300 70 9 90 7 30 60 40 30 5 40 600 40 60 200 5 9 3 1 80 60 100 60 40 10 1 8 7 30 80 5 4 600 10 5 40 9 600 100 1 9 100 60 60 2 1 20 20 60 40 60 40 5 40 200 70 60 7 100 60 9 5 100 7 60 40 5 10 1 40 600 20 7 90 1 200 40 1 4 5 100 7 40 5 90 200 90 300 600 40 7 30 Total: 7612 = 2 x 2 x 11 x 173. 7.12.1.4.2.2.11.6 Odd positioned groups of 21 from 7.12.1.5.6.3.4: 5 4 60 10 9 30 1 90 1 40 60 9 60 9 10 5 3 5 40 7 8 20 5 3 200 40 7 3 30 5 40 600 40 60 200 40 1 200 100 40 7 4 5 40 60 200 4 5 1 80 5 4 600 10 5 40 9 40 1 90 100 1 200 100 5 90 10 20 7 80 60 40 5 40 200 70 60 100 60 200 70 80 60 300 100 7 90 10 5 300 1 20 7 90 1 200 40 1 100 7 90 70 5 80 9 Total: 6501 = 3 x 11 x 197. 7.12.1.4.2.2.11.6.1 Even positioned groups of 21 from 7.12.1.5.6.3.4: 7 5 9 90 10 5 300 1 20 30 9 60 40 5 70 9 90 7 30 60 40 5 9 3 1 80 60 100 9 4 9 1 300 200 100 60 40 10 1 8 7 30 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 2 1 20 20 60 40 7 100 60 9 5 100 7 80 60 200 40 1 200 100 60 40 5 10 1 40 600 4 5 100 7 40 5 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 Total: 6875 = 5 x 5 x 5 x 5 x 11. 7.12.1.4.2.2.11.6.1.1 Odd positioned groups of 10 from 7.12.1.5.6.4.1: 100 60 90 1 9 5 300 60 1 200 8 1 9 1 200 100 60 40 2 1 9 9 60 200 5 3 60 200 90 9 3 5 90 600 90 90 100 1 200 80 60 40 5 20 1 2 60 40 100 60 4 200 90 1 1 10 1 9 5 40 600 40 100 60 40 40 1 60 40 10 7 8 9 60 9 600 90 4 5 10 3 60 40 1 20 20 60 200 90 5 Total: 6193 = 11 x 563. SF: 574 = 2 x 7 x 41. 7.12.1.4.2.2.11.6.1.2 Even positioned groups of 10 from 7.12.1.5.6.4.1: 20 5 3 5 9 10 1 9 6 7 100 60 40 5 3 60 80 5 9 90 80 1 2 2 1 40 20 5 3 5 40 1 200 7 100 600 60 4 5 7 600 8 7 100 600 9 4 600 40 4 40 10 40 5 9 90 100 7 50 5 5 4 200 90 1 40 100 1 20 200 1 90 60 9 200 10 1 100 1 2 1 9 30 1 100 600 40 5 20 5 Total: 5984 = 2 x 2 x 2 x 2 x 2 x 11 x 17. 7.12.1.4.2.2.11.6.1.3 Odd positioned groups of 5 from 7.12.1.5.6.4.2: 60 20 1 90 1 100 600 40 2 7 100 60 90 70 80 40 60 40 200 1 2 200 100 5 80 70 60 9 7 90 200 9 90 100 60 5 300 7 90 5 70 5 80 9 90 9 60 200 4 1 1 200 100 40 10 40 1 9 50 1 5 1 200 100 10 3 1 3 60 40 60 4 60 30 600 40 100 60 200 8 80 400 9 90 30 40 3 80 1 30 Total: 6479 = 11 x 19 x 31. 7.12.1.4.2.2.11.6.1.4 Even positioned groups of 5 from 7.12.1.5.6.4.2: 70 1 80 1 2 200 100 60 200 5 8 7 90 1 40 60 300 7 100 7 9 70 80 5 90 600 40 60 200 40 600 9 7 90 60 40 20 30 600 40 40 60 9 4 5 5 200 100 600 40 9 600 40 10 1 5 300 1 20 7 40 1 200 100 600 1 9 1 70 7 1 200 100 60 10 40 90 600 90 60 5 60 60 9 1 5 100 1 100 600 Total: 9306 = 2 x 3 x 3 x 11 x 47. 7.12.1.4.2.2.11.6.2 Odd positioned groups of 48 from 7.12.1.5.6.4.3: 9 90 100 60 40 20 5 3 60 200 90 9 40 1 200 7 100 600 60 4 5 7 3 5 40 10 5 300 1 20 7 40 1 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 Total: 3498 = 2 x 3 x 11 x 53. 7.12.1.4.2.2.12 Even positioned groups of 48 from 7.12.1.5.6.4.3: 60 40 200 1 9 70 80 5 90 2 200 100 5 80 600 40 60 200 60 40 2 1 80 1 2 2 1 40 20 5 3 5 9 9 60 200 40 70 60 9 7 90 600 9 7 90 60 200 1 10 1 9 5 40 5 4 200 90 1 40 1 200 100 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 90 60 9 Total: 6369 = 3 x 11 x 193. 7.12.1.4.2.2.12.1 Odd positioned groups of 12 from 7.12.1.5.6.4.4: 60 200 5 100 600 40 20 5 3 5 9 10 2 7 8 7 90 1 40 100 60 90 70 80 3 60 80 5 9 90 8 1 9 1 200 100 5 70 5 80 9 90 90 600 90 90 100 1 5 200 100 600 40 9 60 200 4 1 9 600 60 40 100 60 40 10 40 5 9 90 100 7 100 60 200 8 5 60 200 10 1 100 1 2 60 9 1 80 400 9 90 30 5 100 1 100 20 5 3 60 40 1 20 20 60 200 90 5 Total: 7953 = 3 x 11 x 241. 7.12.1.4.2.2.12.1.1 Even positioned groups of 12 from 7.12.1.5.6.4.4: 70 1 80 1 2 60 20 1 90 1 200 100 1 9 6 7 100 60 90 1 9 5 300 60 60 300 7 100 7 40 1 200 100 60 40 5 30 600 40 5 300 7 90 5 40 60 9 4 200 80 600 8 7 100 600 9 4 600 40 4 40 10 1 1 200 100 60 40 5 20 1 2 10 60 4 60 30 600 40 90 600 90 60 40 7 8 9 60 9 600 90 4 5 10 1 9 600 40 3 80 1 30 30 1 100 600 40 5 Total: 10142 = 2 x 11 x 461. 7.12.1.4.2.2.12.1.1.1 Odd positioned groups of 4 from 7.12.1.6.1.1.2: 40 60 90 600 90 5 10 5 90 1 70 60 1 9 90 20 60 40 1 70 1 90 100 7 60 200 40 100 9 60 70 5 60 9 300 1 200 90 60 400 5 70 5 9 80 9 40 1 1 600 90 100 30 20 9 1 5 90 60 30 2 1 80 20 5 40 60 40 60 40 7 3 1 9 30 1 200 100 60 200 9 30 1 100 9 1 40 1 90 5 90 100 40 60 9 4 9 5 40 100 40 7 30 5 70 1 9 6 90 80 1 7 9 60 200 90 5 9 9 200 60 100 60 40 7 40 5 600 90 100 9 8 1 9 5 200 4 80 1 30 40 1 300 5 Total: 8954 = 2 x 11 x 11 x 37. 7.12.1.4.2.2.12.1.1.2 Even positioned groups of 4 from 7.12.1.6.1.1.2: 80 3 60 9 100 9 40 5 4 600 90 60 9 8 60 40 8 1 200 30 5 9 1 100 9 100 10 1 1 40 100 9 80 9 90 1 20 60 200 90 1 70 5 10 100 60 100 60 5 8 1 200 60 100 5 4 5 40 60 40 5 3 60 30 90 1 200 100 200 40 7 1 100 9 1 1 9 100 60 40 9 7 80 60 200 100 100 60 50 9 600 600 5 70 1 80 80 9 90 9 9 90 5 30 60 40 100 5 20 5 90 100 200 100 60 40 9 60 90 100 100 7 40 3 60 200 100 5 5 5 30 60 8 5 600 90 20 5 3 60 90 7 20 9 Total: 9306 = 2 x 3 x 3 x 11 x 47. 7.12.1.4.2.2.12.1.2 Odd positioned groups of 9 from 7.12.1.6.1.1.2: 40 60 90 600 80 3 60 9 90 70 60 4 600 90 60 1 9 90 8 1 200 30 1 90 100 7 5 10 1 9 60 70 5 1 40 100 200 90 60 400 20 60 200 90 5 40 1 100 60 100 60 1 600 90 60 100 5 4 5 90 60 30 5 60 30 5 40 60 40 90 1 200 1 9 30 1 100 9 1 1 200 1 100 9 7 80 60 9 1 40 50 9 600 600 40 60 9 4 5 90 9 40 7 30 5 9 90 5 90 80 1 7 20 5 90 100 9 9 200 9 60 90 100 60 100 60 60 200 100 5 90 100 9 8 5 600 90 4 80 1 30 20 5 3 Total: 10637 = 11 x 967. 7.12.1.4.2.2.12.1.2.1 Even positioned groups of 9 from 7.12.1.6.1.1.2: 5 10 5 100 9 40 5 90 1 20 9 8 60 40 60 40 1 70 9 1 100 60 200 40 100 9 100 9 60 9 300 1 80 9 90 1 70 5 9 1 70 5 10 80 9 100 5 8 1 200 30 20 9 1 40 60 40 2 1 80 20 5 3 100 60 40 7 3 200 40 7 1 100 60 200 9 100 60 40 9 30 1 200 100 100 60 90 5 90 100 70 1 80 9 5 40 100 80 9 30 70 1 9 6 60 40 100 5 60 200 90 200 100 60 40 5 9 40 100 7 40 3 7 40 5 600 5 30 60 1 9 5 200 8 5 60 40 1 300 5 90 7 20 9 Total: 7623 = 3 x 3 x 7 x 11 x 11. SF: 35 = 5 x 7. 7.12.1.4.2.2.12.1.2.2 Odd positioned groups of 48 from 7.12.1.6.1.1.2: 60 200 40 100 9 100 10 1 9 60 70 5 1 40 100 9 60 9 300 1 80 9 90 1 200 90 60 400 20 60 200 90 5 70 5 9 1 70 5 10 80 9 40 1 100 60 100 60 1 9 30 1 100 9 1 1 200 100 60 200 9 100 60 40 9 30 1 100 9 7 80 60 9 1 40 1 200 100 100 60 90 5 90 100 50 9 600 600 40 60 9 4 5 70 1 80 60 100 60 40 100 7 40 3 7 40 5 600 60 200 100 5 90 100 9 8 5 5 30 60 1 9 5 200 8 5 600 90 4 80 1 30 20 5 3 60 40 1 300 5 90 7 20 9 Total: 9977 = 11 x 907. 7.12.1.4.2.2.12.1.2.3 Even positioned groups of 48 from 7.12.1.6.1.1.2: 40 60 90 600 80 3 60 9 90 5 10 5 100 9 40 5 90 1 70 60 4 600 90 60 1 9 90 20 9 8 60 40 60 40 1 70 8 1 200 30 1 90 100 7 5 9 1 100 1 600 90 100 5 8 1 200 30 20 9 1 60 100 5 4 5 90 60 30 5 40 60 40 2 1 80 20 5 3 60 30 5 40 60 40 90 1 200 100 60 40 7 3 200 40 7 1 9 5 40 100 80 9 90 9 40 7 30 5 9 90 5 30 70 1 9 6 60 40 100 5 90 80 1 7 20 5 90 100 9 60 200 90 200 100 60 40 5 9 9 200 9 60 90 100 Total: 8283 = 3 x 11 x 251. 7.12.1.4.2.2.12.1.2.4 Odd positioned groups of 36 from 7.12.1.6.1.2.1: 1 80 1 10 5 90 100 9 20 5 3 600 100 60 200 9 9 70 60 9 70 9 100 60 200 100 60 40 10 60 200 90 1 90 3 40 60 400 20 40 40 4 5 100 2 2 1 40 5 1 70 60 200 30 9 40 100 60 8 60 60 200 5 70 2 7 30 1 10 1 9 100 7 90 100 1 5 10 4 5 5 200 200 40 9 20 5 3 90 60 10 1 5 1 200 100 90 100 1 200 30 5 80 5 1 9 70 80 20 7 20 5 20 9 7 20 5 20 9 70 5 90 5 20 60 60 90 10 40 90 70 60 1 30 600 5 70 60 9 5 90 600 40 1 Total: 8591 = 11 x 11 x 71. 7.12.1.4.2.2.12.1.3 Even positioned groups of 36 from 7.12.1.6.1.2.1: 9 60 90 100 70 5 20 600 90 20 200 90 40 1 5 10 100 1 9 1 5 40 100 60 90 60 200 4 5 80 1 300 60 200 40 100 5 90 1 200 80 1 100 7 400 60 40 10 80 400 9 5 10 4 5 40 60 200 10 1 200 10 1 70 40 80 7 30 1 4 5 5 600 90 1 40 5 100 60 100 20 7 80 600 1 40 100 60 1 9 5 70 10 1 8 7 40 5 70 100 40 1 9 100 90 60 200 90 60 40 60 200 5 200 90 9 60 200 10 1 8 5 60 40 20 5 9 1 100 60 10 1 5 5 10 100 1 90 90 10 90 5 40 1 Total: 9658 = 2 x 11 x 439. 7.12.1.4.2.2.12.1.4 Odd positioned groups of 72 from 7.12.1.6.1.2.2: 100 60 40 10 4 7 600 9 1 9 5 40 80 5 600 40 1 100 60 90 10 60 200 5 5 10 5 5 40 10 1 100 60 80 100 7 5 9 400 60 2 1 80 1 90 600 40 5 20 200 90 600 400 80 9 90 40 60 40 70 9 100 60 200 200 100 60 9 600 4 9 10 4 200 9 20 100 1 200 80 9 70 9 90 5 9 8 5 60 4 1 200 9 200 80 600 7 90 600 80 90 600 80 1 100 7 40 600 3 600 40 7 200 8 5 100 5 90 100 9 5 3 60 40 20 1 2 600 3 3 60 40 70 60 60 9 1 90 90 600 200 100 60 40 Total: 14564 = 2 x 2 x 11 x 331. 7.12.1.4.2.2.12.1.4.1 Even positioned groups of 72 from 7.12.1.6.1.2.2: 60 200 1 30 9 40 60 9 10 1 10 600 4 600 90 5 200 90 9 90 9 90 10 1 5 70 60 100 60 4 60 30 5 90 60 200 200 80 1 9 60 200 100 60 200 30 9 40 5 8 40 5 90 600 40 5 40 20 1 90 10 1 9 1 9 60 9 100 600 90 1 40 100 5 90 4 9 40 1 70 8 600 100 60 100 1 90 10 40 10 1 9 30 5 40 60 60 200 100 7 9 40 9 7 60 1 9 600 9 5 9 90 1 70 60 80 1 200 100 60 60 40 100 5 80 1 9 90 60 40 5 9 80 60 200 60 5 600 40 10 5 90 2 200 Total: 10956 = 2 x 2 x 3 x 11 x 83. 7.12.1.4.2.2.12.1.4.2 Odd positioned groups of 24 from 7.12.1.6.1.2.3: 9 60 90 100 60 200 1 30 70 5 20 600 9 40 60 9 90 20 200 90 10 1 10 600 100 60 200 9 5 8 40 5 9 70 60 9 90 600 40 5 70 9 100 60 40 20 1 90 200 10 1 70 5 10 5 5 40 80 7 30 40 10 1 100 1 4 5 5 60 80 100 7 600 90 1 40 100 5 90 4 5 100 60 100 9 40 1 70 20 7 80 600 8 600 100 60 9 20 5 3 60 40 100 5 90 60 10 1 80 1 9 90 5 1 200 100 60 40 5 9 5 5 10 100 7 90 600 80 1 90 90 10 90 600 80 1 90 5 40 1 100 7 40 600 Total: 11495 = 5 x 11 x 11 x 19. 7.12.1.4.2.2.12.1.4.2.1 Even positioned groups of 24 from 7.12.1.6.1.2.3: 90 60 200 4 5 70 60 100 5 80 1 300 60 4 60 30 60 200 40 100 5 90 60 200 5 90 1 200 100 60 40 10 80 1 100 7 4 7 600 9 400 60 40 10 1 9 5 40 5 1 70 60 20 200 90 600 200 30 9 40 400 80 9 90 100 60 8 60 40 60 40 70 40 5 70 100 60 200 100 7 40 1 9 100 9 40 9 7 90 60 200 90 60 1 9 600 60 40 60 200 4 200 9 20 5 200 90 9 100 1 200 80 60 200 10 1 9 70 9 90 5 90 5 20 5 3 60 40 60 60 90 10 20 1 2 600 40 90 70 60 3 3 60 40 Total: 11176 = 2 x 2 x 2 x 11 x 127. 7.12.1.4.2.2.12.1.4.2.1.1 Odd positioned groups of 1 from 7.12.1.6.1.2.4: 40 5 4 90 100 9 200 9 5 100 9 10 1 1 200 1 5 100 60 100 20 3 200 9 200 60 10 9 10 200 9 9 1 3 600 1 80 9 80 600 10 5 1 60 60 10 10 200 60 20 5 400 40 5 2 80 2 1 90 40 60 5 9 60 2 30 200 60 10 9 600 9 1 100 100 90 1 5 40 1 10 8 30 40 7 100 9 9 5 4 1 60 5 200 1 100 90 1 80 200 30 80 5 40 1 70 5 2 8 60 5 8 20 9 60 1 100 10 9 80 20 20 3 40 20 7 200 5 5 9 5 100 1 600 70 60 70 9 1 90 90 40 200 60 Total: 8943 = 3 x 11 x 271. 7.12.1.4.2.2.12.1.4.2.1.2 Even positioned groups of 1 from 7.12.1.6.1.2.4: 1 10 600 5 1 1 90 90 40 60 90 1 80 10 80 9 90 9 200 60 5 600 30 40 100 40 1 1 60 90 60 100 90 40 90 40 400 5 5 40 4 40 100 90 200 1 60 5 400 40 9 60 4 100 1 1 2 40 600 5 200 70 100 200 7 1 100 9 1 100 4 10 40 60 1 10 9 70 10 9 1 7 5 60 90 1 5 90 10 5 70 80 200 40 200 60 100 200 60 60 5 5 600 10 9 80 90 200 5 40 9 5 5 1 4 200 60 1 200 600 7 5 600 7 9 20 8 100 20 70 90 9 30 5 60 9 60 5 90 600 600 1 100 40 Total: 12155 = 5 x 11 x 13 x 17. 7.12.1.4.2.2.12.1.4.2.2 Odd positioned groups of 2 from 7.12.1.6.1.2.5: 9 60 60 200 70 5 9 40 90 20 10 1 40 1 4 600 100 1 1 80 200 80 5 90 60 200 20 5 200 30 100 60 5 8 9 70 5 90 100 60 80 1 4 7 400 60 1 9 80 400 80 5 10 4 60 400 5 9 40 4 2 1 2 2 90 600 5 1 20 200 200 30 600 90 100 5 5 100 9 40 20 7 8 600 1 40 100 1 1 9 7 90 9 5 5 10 1 70 5 200 1 200 9 20 60 40 90 60 60 40 4 200 5 200 100 1 60 200 9 70 8 5 5 9 20 5 20 7 3 600 20 9 200 8 5 20 5 90 5 90 5 3 60 60 Total: 10439 = 11 x 13 x 73. 7.12.1.4.2.2.12.1.4.2.3 Even positioned groups of 2 from 7.12.1.6.1.2.5: 90 100 1 30 20 600 60 9 200 90 10 600 5 10 90 5 9 1 1 10 1 9 100 9 100 60 3 600 9 40 200 9 40 5 60 9 1 200 40 10 100 7 600 9 40 10 5 40 9 5 600 40 5 40 20 40 400 60 5 100 80 1 1 40 40 5 70 60 90 600 9 40 1 40 90 4 60 100 1 70 80 600 100 60 100 60 90 10 5 70 100 1 9 90 4 5 60 80 200 40 100 60 5 3 100 5 10 1 60 200 9 20 90 9 200 80 10 1 9 90 60 40 8 5 9 1 20 5 40 7 7 20 5 100 9 70 100 9 5 20 60 40 90 10 Total: 10549 = 7 x 11 x 137. 7.12.1.4.2.2.12.1.4.2.4 Odd positioned groups of 1 from 7.12.1.6.1.2.6: 200 9 5 100 9 10 90 200 5 60 5 1 60 60 60 40 5 60 90 40 70 100 40 1 200 60 10 9 10 200 9 9 1 3 600 1 1 60 60 10 10 200 200 1 5 5 40 7 40 1 1 5 60 100 400 9 100 8 40 40 60 5 9 60 2 30 200 60 10 9 600 9 40 1 10 8 30 40 40 70 60 100 40 9 9 9 90 200 60 9 80 9 5 200 60 5 90 1 80 200 30 80 5 40 1 70 5 2 60 1 100 10 9 80 5 10 7 600 1 90 90 80 90 40 100 40 20 2 40 70 3 60 1 600 70 60 70 9 1 90 90 40 200 60 Total: 9576 = 2 x 2 x 2 x 3 x 3 x 7 x 19. 7.12.1.4.2.2.12.1.4.2.5 Even positioned groups of 1 from 7.12.1.6.1.2.6: 90 90 40 60 90 1 60 4 70 100 80 300 4 30 200 100 90 200 600 5 9 60 20 90 100 40 1 1 60 90 60 100 90 40 90 40 100 90 200 1 60 5 10 70 10 5 80 30 10 100 4 5 80 7 80 90 60 60 60 70 200 70 100 200 7 1 100 9 1 100 4 10 10 9 1 7 5 60 5 100 200 7 1 100 40 7 60 90 1 600 1 90 1 100 40 9 100 200 60 60 5 5 600 10 9 80 90 200 4 200 60 1 200 600 5 100 90 80 90 10 600 1 5 1 7 600 1 600 90 60 3 40 30 5 60 9 60 5 90 600 600 1 100 40 Total: 13205 = 5 x 19 x 139. 7.12.1.4.2.2.12.1.4.2.6 Odd positioned groups of 12 from 7.12.1.6.1.2.7: 200 10 1 70 5 10 5 5 40 80 7 30 60 400 20 40 5 9 400 60 40 4 5 100 5 1 70 60 20 200 90 600 200 30 9 40 60 200 5 70 9 100 60 200 2 7 30 1 600 90 1 40 100 5 90 4 5 100 60 100 1 40 100 60 100 1 90 10 1 9 5 70 40 5 70 100 60 200 100 7 40 1 9 100 7 90 100 1 9 5 9 90 5 10 4 5 Total: 6424 = 2 x 2 x 2 x 11 x 73. 7.12.1.4.2.2.12.2 Even positioned groups of 12 from 7.12.1.6.1.2.7: 40 10 1 100 1 4 5 5 60 80 100 7 2 1 80 1 2 2 1 40 90 600 40 5 400 80 9 90 100 60 8 60 40 60 40 70 200 100 60 9 10 1 9 100 600 4 9 10 9 40 1 70 20 7 80 600 8 600 100 60 40 10 1 9 10 1 8 7 30 5 40 60 9 40 9 7 90 60 200 90 60 1 9 600 1 70 60 80 5 200 200 40 1 200 100 60 Total: 7414 = 2 x 11 x 337. SF: 350 = 2 x 5 x 5 x 7. 7.12.1.4.2.2.12.3 Odd positioned groups of 8 from 7.12.1.6.1.2.8: 9 60 90 100 60 200 1 30 90 20 200 90 10 1 10 600 100 1 9 1 200 90 9 90 90 60 200 4 5 70 60 100 60 200 40 100 5 90 60 200 5 90 100 9 60 200 100 60 100 60 200 9 5 8 40 5 70 9 100 60 40 20 1 90 10 60 200 90 9 60 9 100 5 90 1 200 100 60 40 10 400 60 40 10 1 9 5 40 10 4 5 40 1 100 60 90 9 20 5 3 60 40 100 5 5 1 200 100 60 40 5 9 30 5 80 5 5 600 40 10 60 40 60 200 4 200 9 20 60 200 10 1 9 70 9 90 20 5 9 1 60 4 1 200 5 5 10 100 7 90 600 80 90 5 40 1 100 7 40 600 20 9 7 20 200 8 5 100 5 90 5 20 5 3 60 40 40 90 70 60 3 3 60 40 70 60 9 5 1 90 90 600 Total: 13222 = 2 x 11 x 601. 7.12.1.4.2.2.12.3.1 Even positioned groups of 8 from 7.12.1.6.1.2.8: 70 5 20 600 9 40 60 9 40 1 5 10 4 600 90 5 5 40 100 60 9 90 10 1 5 80 1 300 60 4 60 30 1 80 1 10 200 80 1 9 20 5 3 600 200 30 9 40 9 70 60 9 90 600 40 5 200 100 60 40 10 1 9 1 1 90 3 40 600 90 1 40 80 1 100 7 4 7 600 9 80 400 9 5 80 5 600 40 60 200 10 1 10 60 200 5 90 60 10 1 80 1 9 90 90 100 1 200 80 60 200 60 1 9 70 80 5 90 2 200 5 200 90 9 100 1 200 80 8 5 60 40 5 9 8 5 100 60 10 1 9 200 80 600 1 90 90 10 90 600 80 1 20 7 20 5 3 600 40 7 5 20 9 70 5 90 100 9 60 60 90 10 20 1 2 600 1 30 600 5 70 60 60 9 90 600 40 1 200 100 60 40 Total: 16709 = 7 x 7 x 11 x 31. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.4.2.2.12.3.1.1 Odd positioned groups of 15 from 7.12.1.6.1.4.1: 200 10 10 90 5 100 9 10 9 60 90 60 7 60 90 1 60 100 20 3 200 9 30 40 2 90 20 8 90 100 9 20 200 5 5 4 600 400 40 1 5 100 10 100 70 5 1 30 9 40 1 1 5 60 2 80 2 1 90 40 2 30 90 200 60 7 200 7 200 60 10 9 600 9 1 5 9 60 9 1 9 9 40 200 100 90 90 9 9 90 5 60 100 90 10 9 40 80 90 40 30 80 9 5 60 4 9 5 8 60 5 8 20 9 200 60 5 9 9 90 7 3 20 20 3 40 20 7 60 100 90 60 90 1 5 Total: 7469 = 7 x 11 x 97. 7.12.1.4.2.2.12.3.1.2 Even positioned groups of 15 from 7.12.1.6.1.4.1: 9 90 60 1 70 20 40 90 80 60 90 10 9 60 90 200 5 60 5 1 1 90 9 5 100 8 200 1 100 5 9 300 40 200 60 10 9 10 200 1 100 60 300 80 90 100 40 80 9 80 10 9 200 1 5 5 40 7 1 90 9 5 1 100 9 60 5 70 20 90 200 9 2 9 60 600 10 8 100 80 8 4 5 5 9 1 100 100 90 1 200 60 9 40 60 5 100 200 60 7 60 40 5 10 9 100 5 40 1 70 5 2 100 80 600 5 5 200 60 60 60 1 100 10 9 80 8 90 40 100 40 80 40 40 2 8 600 4 1 20 2 40 70 3 60 70 7 9 5 90 Total: 9372 = 2 x 2 x 3 x 11 x 71. 7.12.1.4.2.2.12.3.1.3 Odd positioned groups of 19 from 7.12.1.6.1.4.1: 9 90 60 1 70 20 40 90 80 60 90 10 9 60 90 200 10 10 90 5 100 8 200 1 100 5 1 60 100 20 3 200 9 30 40 2 90 20 20 200 5 5 4 600 400 40 1 5 100 10 100 70 100 40 80 9 80 2 80 2 1 90 40 9 5 1 100 9 60 5 70 20 90 200 9 2 8 100 80 8 4 5 5 9 1 100 100 90 1 5 9 60 9 1 9 60 40 5 10 9 5 60 100 90 10 9 40 80 90 40 30 80 9 5 8 60 5 8 20 9 200 60 5 9 9 90 60 1 100 10 9 80 8 60 90 1 5 8 600 4 1 20 2 40 70 3 60 70 7 9 5 90 Total: 8019 = 3 x 3 x 3 x 3 x 3 x 3 x 11. 7.12.1.4.2.2.12.3.1.3.1 Even positioned groups of 19 from 7.12.1.6.1.4.1: 5 100 9 10 9 60 90 60 7 60 90 200 5 60 5 1 1 90 9 8 90 100 9 300 40 200 60 10 9 10 200 1 100 60 300 80 90 9 10 9 200 1 5 5 40 7 1 90 5 1 30 9 40 1 1 5 60 9 60 2 30 90 200 60 7 200 7 200 60 10 9 600 9 1 600 10 9 40 200 100 90 90 9 9 90 200 60 9 40 60 5 100 200 60 7 60 100 5 40 1 70 5 2 100 80 600 5 5 200 60 60 4 9 5 90 40 100 40 80 40 40 2 7 3 20 20 3 40 20 7 60 100 90 Total: 8822 = 2 x 11 x 401. 7.12.1.4.2.2.12.3.1.3.2 Odd positioned groups of 95 from 7.12.1.6.1.4.3: 9 90 5 10 5 9 40 60 9 90 20 200 90 10 1 10 600 90 1 200 90 60 200 4 5 70 60 100 5 80 1 300 1 9 90 20 9 8 60 20 5 3 600 200 30 9 40 30 600 40 7 2 1 90 9 20 5 1 10 60 200 90 1 40 100 9 60 9 300 1 80 9 90 1 9 60 40 100 600 10 1 100 7 70 60 100 600 40 1 80 400 9 5 80 5 1 9 5 40 100 80 9 90 9 40 7 30 5 80 1 9 90 5 1 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 9 20 5 200 200 9 60 90 100 60 4 1 200 100 60 10 1 9 200 80 600 8 5 1 20 7 20 5 3 600 40 7 20 9 7 20 60 200 100 5 90 100 600 40 90 70 60 3 3 60 40 70 20 7 80 9 8 5 9 90 10 Total: 14795 = 5 x 11 x 269. 7.12.1.4.2.2.12.3.1.3.2.1 Even positioned groups of 95 from 7.12.1.6.1.4.3: 100 5 8 1 200 30 20 9 1 40 10 1 100 1 4 5 5 60 80 60 9 90 60 70 5 1 70 60 20 200 90 600 200 30 9 40 2 1 1 200 100 60 9 10 1 9 100 600 4 9 10 1 9 600 5 10 5 60 100 1 90 10 1 9 5 70 9 100 60 40 9 30 1 100 9 7 90 60 1 9 600 40 100 60 100 5 90 100 1 200 80 60 200 7 90 Total: 6644 = 2 x 2 x 11 x 151. 7.12.1.4.2.2.12.3.1.3.2.2 Odd positioned groups of 57 from 7.12.1.6.1.4.4: 8 7 90 5 100 1 9 5 300 60 40 4 200 100 60 40 10 1 9 20 60 200 90 5 70 5 9 4 7 600 9 400 60 40 10 1 9 5 10 1 9 60 200 10 1 70 5 10 5 5 40 80 7 30 1 600 90 9 1 40 1 200 100 100 60 90 5 90 100 9 40 9 7 90 60 200 60 200 40 100 5 40 10 1 9 20 5 3 60 40 100 5 90 60 10 60 40 100 5 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 Total: 7458 = 2 x 3 x 11 x 113. 7.12.1.4.2.2.12.3.1.3.2.2.1 Even positioned groups of 57 from 7.12.1.6.1.4.4: 9 60 90 100 60 200 1 30 70 5 20 600 40 60 90 600 80 3 60 5 40 100 60 9 90 10 1 9 80 60 9 90 1 60 9 7 90 60 5 90 100 9 8 1 200 30 1 90 100 7 5 9 1 100 60 200 100 2 1 80 1 2 2 1 40 90 600 40 5 9 70 5 40 1 200 100 9 100 60 200 2 7 30 1 90 1 200 100 60 40 7 3 200 40 7 8 600 100 60 80 7 8 200 4 9 5 30 5 80 9 90 1 40 100 8 5 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 9 90 5 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 5 3 60 60 90 10 1 9 5 200 8 5 600 90 4 80 1 30 20 1 2 Total: 10967 = 11 x 997. SF: 1008 = 2 x 2 x 2 x 2 x 3 x 3 x 7. SF: 21 = 3 x 7. 7.12.1.4.2.2.12.3.1.3.2.2.2 Odd positioned groups of 3 from 7.12.1.8.1.1.1: 90 20 200 600 10 200 1 70 90 200 90 100 100 10 1 40 90 10 1 40 20 80 100 200 40 1 40 5 7 40 60 30 600 5 40 1 80 1 2 5 40 600 5 9 70 30 60 100 100 70 5 60 200 5 70 9 100 40 100 60 40 1 1 60 100 90 60 200 10 40 90 100 90 4 5 7 8 70 60 300 200 9 90 60 9 1 5 60 200 60 8 5 90 5 9 60 70 60 10 40 100 7 40 7 90 60 600 40 7 600 40 Total: 9031 = 11 x 821. SF: 832 = 2 x 2 x 2 x 2 x 2 x 2 x 13. 7.12.1.4.2.2.12.3.1.4 Even positioned groups of 3 from 7.12.1.8.1.1.1: 10 5 9 90 9 100 90 10 90 5 9 60 60 100 600 80 90 5 1 9 90 5 1 1 90 9 60 10 4 5 5 5 9 40 20 200 100 20 600 90 200 40 40 1 200 8 5 9 60 30 1 9 30 1 1 90 10 10 40 1 70 5 20 200 80 100 100 80 30 20 7 70 600 90 1 600 8 80 60 100 80 4 9 80 100 1 100 1 7 80 90 100 600 1 200 40 40 1 1 100 7 7 40 40 1 5 7 90 7 1 20 7 20 9 Total: 7799 = 11 x 709. 7.12.1.4.2.2.12.3.1.5 Odd positioned groups of 45 from 7.12.1.8.1.1.1: 10 5 9 90 20 200 90 9 100 600 10 200 90 10 90 1 70 90 5 9 60 200 90 100 60 100 600 100 10 1 80 90 5 40 90 10 1 9 90 1 40 20 5 1 1 8 5 9 30 60 100 60 30 1 100 70 5 9 30 1 60 200 5 1 90 10 70 9 100 10 40 1 40 100 60 70 5 20 40 1 1 200 80 100 60 100 90 100 80 30 90 100 600 8 5 90 1 200 40 5 9 60 40 1 1 70 60 10 100 7 7 40 100 7 40 40 1 40 7 90 5 7 90 60 600 40 7 1 20 7 600 40 7 20 9 Total: 9185 = 5 x 11 x 167. 7.12.1.4.2.2.12.3.1.6 Even positioned groups of 45 from 7.12.1.8.1.1.1: 80 100 200 90 9 60 40 1 40 10 4 5 5 7 40 5 5 9 60 30 600 40 20 200 5 40 1 100 20 600 80 1 2 90 200 40 5 40 600 40 1 200 5 9 70 60 200 10 20 7 70 40 90 100 600 90 1 90 4 5 600 8 80 7 8 70 60 100 80 60 300 200 4 9 80 9 90 60 100 1 100 9 1 5 1 7 80 60 200 60 Total: 7645 = 5 x 11 x 139. 7.12.1.4.2.2.12.3.2 Odd positioned groups of 2 from 7.12.1.8.1.2.3: 90 10 90 7 70 5 9 100 60 200 9 200 90 60 5 80 9 1 60 9 1 90 100 60 2 2 4 90 60 20 1 70 200 60 90 9 5 9 80 1 60 30 80 60 200 1 7 4 200 100 20 5 90 80 20 5 60 200 10 30 5 7 20 7 200 10 5 1 200 100 3 5 1 20 40 40 9 80 30 5 8 9 200 90 200 9 1 9 9 5 Total: 4708 = 2 x 2 x 11 x 107. 7.12.1.4.2.2.12.4 Even positioned groups of 2 from 7.12.1.8.1.2.3: 60 200 90 10 90 70 9 8 100 60 90 1 9 9 10 1 80 9 100 1 600 40 40 1 60 40 60 200 5 9 60 4 20 200 40 60 70 1 40 20 40 400 40 20 60 40 5 1 1 9 100 5 5 2 200 9 600 40 70 100 40 10 40 60 100 5 9 50 600 4 90 60 200 60 10 1 9 90 80 60 1 60 80 60 600 90 60 400 90 5 Total: 7348 = 2 x 2 x 11 x 167. SF: 182 = 2 x 7 x 13. 7.12.1.4.2.2.12.5 Odd positioned groups of 45 from 7.12.1.8.1.2.3: 90 10 60 200 90 7 90 10 70 5 90 70 9 100 9 8 60 200 100 60 9 200 90 1 90 60 9 9 5 80 10 1 9 1 80 9 60 9 100 1 1 90 600 40 100 60 40 7 4 5 1 200 100 1 9 20 5 100 5 90 80 5 2 20 5 200 9 60 200 600 40 10 30 70 100 5 7 40 10 20 7 40 60 200 10 100 5 5 1 9 Total: 5599 = 11 x 509. SF: 520 = 2 x 2 x 2 x 5 x 13. 7.12.1.4.2.2.12.6 Even positioned groups of 45 from 7.12.1.8.1.2.3: 60 40 1 2 2 60 40 4 90 60 200 60 20 5 9 1 70 60 4 200 60 20 200 90 9 40 60 5 9 70 1 80 1 40 20 60 30 40 400 80 60 40 20 200 1 50 200 100 600 4 3 5 90 60 1 20 200 60 40 40 10 1 9 80 9 90 30 5 80 60 8 9 1 60 200 90 80 60 200 9 600 90 1 9 60 400 9 5 90 5 Total: 6457 = 11 x 587. SF: 598 = 2 x 13 x 23. 7.12.1.4.2.2.13 Odd positioned groups of 3 from 7.12.1.8.1.3.1: 1 30 70 600 80 3 100 600 10 60 200 90 1 9 1 70 60 4 90 5 40 1 1 90 100 1 9 60 200 90 9 8 60 5 300 60 10 1 9 10 1 9 1 90 1 1 80 100 200 100 600 30 1 6 4 5 5 20 200 5 8 5 20 70 9 90 90 200 40 60 200 10 90 4 5 1 100 9 9 40 1 80 60 300 100 9 1 1 100 9 9 10 1 60 200 40 20 5 3 10 1 9 30 600 40 60 200 8 80 60 200 90 5 30 1 100 5 600 8 5 1 70 60 5 100 60 5 40 1 40 1 40 1 20 7 1 40 9 40 1 100 Total: 9460 = 2 x 2 x 5 x 11 x 43. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.4.2.2.13.1 Even positioned groups of 3 from 7.12.1.8.1.3.1: 9 60 90 100 60 9 200 90 9 90 5 9 10 4 600 100 9 40 10 1 80 40 20 5 4 60 8 200 90 10 70 9 100 7 90 5 9 1 200 9 5 80 1 80 1 5 80 9 10 80 9 90 100 5 1 40 10 30 600 40 9 60 40 90 30 9 80 1 2 5 9 70 600 90 1 100 60 100 10 20 7 70 60 100 60 100 1 9 100 60 7 80 60 200 60 40 100 600 40 60 40 40 60 9 10 9 60 90 60 200 90 400 9 5 40 3 80 200 90 100 60 40 1 60 90 5 600 90 600 100 7 40 600 40 7 90 1 2 5 5 30 Total: 11066 = 2 x 11 x 503. 7.12.1.4.2.2.13.1.1 Odd positioned groups of 6 from 7.12.1.8.1.3.2: 40 60 200 8 7 60 5 10 5 9 90 20 100 60 40 5 20 600 200 90 9 100 600 100 9 1 100 5 60 200 7 90 10 70 5 90 40 70 5 9 10 30 1 80 9 60 9 100 200 90 9 60 200 10 100 60 40 30 60 40 40 1 100 20 600 4 40 20 5 5 40 60 20 7 70 40 90 100 100 60 200 20 60 40 200 4 9 80 9 90 40 30 60 1 20 60 100 1 90 1 20 1 80 9 90 30 5 80 10 1 100 8 9 1 6 60 40 30 5 100 90 1 200 40 5 9 70 1 90 7 40 3 7 90 5 7 90 60 100 5 90 5 5 30 Total: 8679 = 3 x 11 x 263. 7.12.1.4.2.2.13.1.2 Even positioned groups of 6 from 7.12.1.8.1.3.2: 40 60 90 60 9 7 200 90 10 90 1 70 9 90 3 3 60 9 90 10 1 9 90 1 5 9 70 200 40 100 200 100 60 40 8 20 200 90 1 90 60 9 200 5 3 1 40 60 90 60 200 40 80 7 7 40 5 5 9 60 9 400 60 100 60 100 5 40 600 40 1 200 60 40 4 5 80 9 80 600 8 80 7 8 5 1 200 90 10 1 5 40 60 7 80 60 5 90 60 1 20 200 60 40 90 100 60 40 9 600 90 1 9 60 1 9 70 2 200 100 10 100 7 1 90 90 70 5 80 100 7 40 600 40 7 20 9 20 5 3 10 20 9 70 Total: 9801 = 3 x 3 x 3 x 3 x 11 x 11. 7.12.1.4.2.2.13.1.2.1 Odd positioned groups of 9 from 7.12.1.8.1.3.2: 40 60 200 8 7 60 40 60 90 200 90 10 90 1 70 100 60 40 200 90 9 100 600 100 90 10 1 5 9 70 200 40 100 7 90 10 40 70 5 9 10 30 200 90 1 200 5 3 1 40 60 200 90 9 100 60 40 30 60 40 7 40 5 9 400 60 100 60 100 40 20 5 20 7 70 40 90 100 60 40 4 80 600 8 80 7 8 200 4 9 40 30 60 1 20 60 5 40 60 5 90 60 1 20 200 80 9 90 10 1 100 8 9 1 9 600 90 1 9 70 2 200 100 90 1 200 70 1 90 7 40 3 70 5 80 600 40 7 20 9 20 100 5 90 Total: 10252 = 2 x 2 x 11 x 233. 7.12.1.4.2.2.13.1.2.1.1 Even positioned groups of 9 from 7.12.1.8.1.3.2: 60 9 7 5 10 5 9 90 20 5 20 600 9 90 3 3 60 9 9 90 1 9 1 100 5 60 200 70 5 90 200 100 60 40 8 20 90 60 9 1 80 9 60 9 100 60 200 10 90 60 200 40 80 7 5 9 60 40 1 100 20 600 4 5 40 60 5 40 600 40 1 200 5 80 9 100 60 200 20 60 40 80 9 90 5 1 200 90 10 1 7 80 60 100 1 90 1 20 1 30 5 80 60 40 90 100 60 40 1 9 60 6 60 40 30 5 100 40 5 9 10 100 7 1 90 90 100 7 40 7 90 5 7 90 60 5 5 30 5 3 10 20 9 70 Total: 8228 = 2 x 2 x 11 x 11 x 17. 7.12.1.4.2.2.13.1.2.1.2 Odd positioned groups of 24 from 7.12.1.8.1.3.2: 40 60 200 8 7 60 40 60 90 60 9 7 5 10 5 9 90 20 200 90 10 90 1 70 9 1 100 5 60 200 5 9 70 200 40 100 7 90 10 70 5 90 200 100 60 40 8 20 200 90 9 60 200 10 90 60 200 40 80 7 100 60 40 30 60 40 7 40 5 5 9 60 20 7 70 40 90 100 60 40 4 5 80 9 100 60 200 20 60 40 80 600 8 80 7 8 100 1 90 1 20 1 5 90 60 1 20 200 80 9 90 30 5 80 60 40 90 100 60 40 90 1 200 40 5 9 10 100 7 1 90 90 70 1 90 7 40 3 70 5 80 100 7 40 Total: 8459 = 11 x 769. SF: 780 = 2 x 2 x 3 x 5 x 13. 7.12.1.4.2.2.13.1.2.1.3 Even positioned groups of 24 from 7.12.1.8.1.3.2: 100 60 40 5 20 600 9 90 3 3 60 9 200 90 9 100 600 100 90 10 1 9 90 1 40 70 5 9 10 30 200 90 1 90 60 9 1 80 9 60 9 100 200 5 3 1 40 60 40 1 100 20 600 4 9 400 60 100 60 100 40 20 5 5 40 60 5 40 600 40 1 200 200 4 9 80 9 90 5 1 200 90 10 1 40 30 60 1 20 60 5 40 60 7 80 60 10 1 100 8 9 1 9 600 90 1 9 60 6 60 40 30 5 100 1 9 70 2 200 100 7 90 5 7 90 60 600 40 7 20 9 20 100 5 90 5 5 30 5 3 10 20 9 70 Total: 10021 = 11 x 911. 7.12.1.4.2.2.13.1.2.1.4 Odd positioned groups of 36 from 7.12.1.8.1.3.2: 200 90 9 100 600 100 90 10 1 9 90 1 9 1 100 5 60 200 5 9 70 200 40 100 7 90 10 70 5 90 200 100 60 40 8 20 100 60 40 30 60 40 7 40 5 5 9 60 40 1 100 20 600 4 9 400 60 100 60 100 40 20 5 5 40 60 5 40 600 40 1 200 40 30 60 1 20 60 5 40 60 7 80 60 100 1 90 1 20 1 5 90 60 1 20 200 80 9 90 30 5 80 60 40 90 100 60 40 70 1 90 7 40 3 70 5 80 100 7 40 7 90 5 7 90 60 600 40 7 20 9 20 100 5 90 5 5 30 5 3 10 20 9 70 Total: 9361 = 11 x 23 x 37. 7.12.1.4.2.2.13.1.2.2 Even positioned groups of 36 from 7.12.1.8.1.3.2: 40 60 200 8 7 60 40 60 90 60 9 7 5 10 5 9 90 20 200 90 10 90 1 70 100 60 40 5 20 600 9 90 3 3 60 9 40 70 5 9 10 30 200 90 1 90 60 9 1 80 9 60 9 100 200 5 3 1 40 60 200 90 9 60 200 10 90 60 200 40 80 7 20 7 70 40 90 100 60 40 4 5 80 9 100 60 200 20 60 40 80 600 8 80 7 8 200 4 9 80 9 90 5 1 200 90 10 1 10 1 100 8 9 1 9 600 90 1 9 60 6 60 40 30 5 100 1 9 70 2 200 100 90 1 200 40 5 9 10 100 7 1 90 90 Total: 9119 = 11 x 829. SF: 840 = 2 x 2 x 2 x 3 x 5 x 7. SF: 21 = 3 x 7. 7.12.1.4.2.2.13.2 Odd positioned groups of 72 from 7.12.1.8.1.3.2: 40 70 5 9 10 30 200 90 1 90 60 9 1 80 9 60 9 100 200 5 3 1 40 60 200 90 9 60 200 10 90 60 200 40 80 7 100 60 40 30 60 40 7 40 5 5 9 60 40 1 100 20 600 4 9 400 60 100 60 100 40 20 5 5 40 60 5 40 600 40 1 200 10 1 100 8 9 1 9 600 90 1 9 60 6 60 40 30 5 100 1 9 70 2 200 100 90 1 200 40 5 9 10 100 7 1 90 90 70 1 90 7 40 3 70 5 80 100 7 40 7 90 5 7 90 60 600 40 7 20 9 20 100 5 90 5 5 30 5 3 10 20 9 70 Total: 9218 = 2 x 11 x 419. 7.12.1.4.2.2.13.2.1 Even positioned groups of 72 from 7.12.1.8.1.3.2: 40 60 200 8 7 60 40 60 90 60 9 7 5 10 5 9 90 20 200 90 10 90 1 70 100 60 40 5 20 600 9 90 3 3 60 9 200 90 9 100 600 100 90 10 1 9 90 1 9 1 100 5 60 200 5 9 70 200 40 100 7 90 10 70 5 90 200 100 60 40 8 20 20 7 70 40 90 100 60 40 4 5 80 9 100 60 200 20 60 40 80 600 8 80 7 8 200 4 9 80 9 90 5 1 200 90 10 1 40 30 60 1 20 60 5 40 60 7 80 60 100 1 90 1 20 1 5 90 60 1 20 200 80 9 90 30 5 80 60 40 90 100 60 40 Total: 9262 = 2 x 11 x 421. SF: 434 = 2 x 7 x 31. 7.12.1.4.2.2.13.2.2 Odd positioned groups of 38 from 7.12.1.8.1.3.5: 200 90 10 60 200 90 7 90 10 70 5 90 70 9 100 9 8 60 200 100 60 40 8 20 7 90 5 5 300 60 40 70 5 9 10 30 9 1 80 100 200 90 9 60 200 10 10 80 9 200 100 600 90 60 200 40 80 7 90 100 5 30 1 6 100 60 40 30 60 40 1 40 10 4 5 5 40 60 200 40 100 1 90 1 20 1 100 600 40 20 5 3 5 90 60 1 20 200 60 40 40 10 1 9 80 9 90 30 5 80 60 9 10 30 Total: 7359 = 3 x 11 x 223. 7.12.1.4.2.2.13.2.3 Even positioned groups of 38 from 7.12.1.8.1.3.5: 200 10 1 9 200 90 1 90 60 9 9 5 80 10 1 9 1 80 9 60 9 100 1 80 1 1 90 1 200 5 3 1 40 60 5 80 9 1 60 100 1 100 9 1 5 1 200 90 10 1 9 100 60 1 100 9 40 30 60 1 20 60 7 80 60 9 10 1 5 40 60 7 80 60 200 60 600 40 60 40 90 100 60 40 9 60 90 60 200 8 10 1 100 8 9 1 60 200 90 80 60 200 9 600 90 1 9 60 400 9 5 90 5 30 Total: 6952 = 2 x 2 x 2 x 11 x 79. 7.12.1.4.2.2.13.2.3.1 Odd positioned groups of 19 from 7.12.1.8.1.3.6: 60 9 600 80 3 5 10 5 9 90 20 200 90 9 100 600 10 200 90 1 9 1 9 90 3 3 60 9 100 9 40 70 60 4 200 90 9 100 90 9 1 100 5 60 200 4 60 8 100 1 9 5 9 70 200 40 100 60 40 8 5 20 9 400 60 100 60 100 90 30 9 70 9 90 40 20 60 200 10 20 7 70 40 90 100 600 90 1 90 4 5 60 40 4 5 1 80 600 8 80 7 8 70 60 100 80 60 300 200 4 9 80 9 90 90 100 600 8 5 90 1 200 40 5 9 60 40 1 1 70 60 10 100 5 40 1 70 5 80 100 7 40 100 7 40 40 1 40 7 90 5 7 9 100 5 90 5 5 30 5 5 30 40 1 100 5 3 10 20 9 70 Total: 11407 = 11 x 17 x 61. 7.12.1.4.2.2.13.2.3.2 Even positioned groups of 19 from 7.12.1.8.1.3.6: 40 60 200 8 7 60 9 60 90 1 30 70 40 60 90 60 9 7 100 10 90 1 70 90 5 9 60 200 90 100 60 40 5 20 600 10 4 600 600 100 10 1 80 90 5 40 90 10 1 9 90 1 40 20 5 1 1 7 40 5 5 9 60 30 600 40 20 200 5 40 1 100 20 600 4 9 5 5 40 60 80 1 2 90 200 40 5 40 600 40 1 200 5 9 70 80 9 100 60 100 1 100 9 100 60 200 20 60 40 10 20 7 9 40 6 60 40 30 5 100 40 3 80 1 100 5 1 9 70 2 200 100 200 7 1 90 90 60 90 5 5 100 60 70 1 90 7 40 3 600 90 600 90 60 600 40 7 1 20 7 600 40 7 20 9 20 90 1 2 1 40 Total: 13288 = 2 x 2 x 2 x 11 x 151. SF: 168 = 2 x 2 x 2 x 3 x 7. 7.12.1.4.2.2.13.2.3.3 Odd positioned groups of 19 from 7.12.1.8.1.4.3: 5 9 70 1 80 1 40 20 5 1 200 100 60 70 9 60 90 100 40 8 5 9 30 60 100 60 30 1 100 60 200 4 9 60 200 100 60 200 60 40 7 4 5 1 200 100 1 9 3 70 5 100 40 100 5 70 80 Total: 3157 = 7 x 11 x 41. 7.12.1.4.2.2.13.2.3.3.1 Even positioned groups of 19 from 7.12.1.8.1.4.3: 70 60 600 9 7 40 100 60 3 60 30 40 400 80 60 40 20 200 1 600 90 1 80 5 4 40 9 40 1 200 80 100 60 100 90 100 80 30 60 40 1 200 5 40 5 50 1 40 600 20 5 100 5 90 80 5 2 Total: 4939 = 11 x 449. 7.12.1.4.2.2.13.2.3.3.2 Last half of 95 from 7.12.1.8.2.4.1: 30 90 8 5 100 60 200 70 1 9 1 200 100 3 60 40 400 1 9 60 40 2 60 40 10 1 20 40 10 1 200 70 100 9 90 100 5 300 1 10 9 40 100 5 90 10 5 300 90 1 200 10 1 9 60 40 100 4 60 90 600 90 5 1 200 5 9 200 5 9 100 5 60 200 1 2 70 1 9 100 5 90 1 100 600 1 30 30 600 40 10 80 5 90 5 Total: 7139 = 11 x 11 x 59. 7.12.1.4.2.2.13.2.3.3.2.1 First half of 95 from 7.12.1.8.2.4.1: 9 100 60 1 80 70 1 200 100 1 9 60 600 40 5 60 40 20 40 5 100 60 40 1 10 60 40 100 5 1 80 400 5 9 90 60 9 300 200 90 60 200 90 9 9 100 7 100 1 9 2 1 80 1 40 100 5 70 200 100 60 9 40 1 5 100 5 100 600 40 1 70 60 600 200 30 60 200 9 7 90 90 60 200 40 20 5 5 40 60 9 90 100 5 3 Total: 7359 = 3 x 11 x 223. 7.12.1.4.2.2.13.2.3.3.2.2 Odd positioned groups of 3 from 7.12.1.8.3.2.1: 100 60 200 60 9 90 9 40 60 60 20 5 90 5 100 100 9 40 90 5 40 9 1 100 5 60 200 200 90 10 9 8 60 200 100 60 9 10 30 9 5 80 1 90 70 20 1 100 5 40 60 5 9 30 100 60 200 60 20 1 9 70 5 10 40 1 80 1 2 100 60 40 40 9 40 7 4 5 7 90 1 1 200 100 600 40 100 30 5 80 9 60 90 80 60 200 9 600 90 30 5 100 200 90 100 600 8 5 10 100 7 7 40 3 9 4 5 200 90 300 1 400 8 100 60 200 1 100 5 Total: 9082 = 2 x 19 x 239. SF: 260 = 2 x 2 x 5 x 13. 7.12.1.4.2.2.13.2.3.3.2.2.1 Even positioned groups of 3 from 7.12.1.8.3.2.1: 9 60 90 1 30 70 5 10 5 90 1 70 90 5 9 1 9 1 200 90 9 100 60 9 60 200 8 9 100 60 1 80 70 40 100 60 90 7 20 200 90 1 60 9 100 60 70 9 60 90 100 40 400 80 30 1 100 200 30 5 60 90 5 1 100 5 7 30 600 2 1 40 600 10 5 90 100 80 70 5 100 50 1 40 600 20 5 60 40 40 30 600 40 5 9 100 60 30 60 100 5 90 1 100 600 1 200 80 4 5 5 5 100 60 70 5 80 7 90 60 600 40 7 1 40 9 5 3 10 20 9 70 Total: 9937 = 19 x 523. 7.12.1.4.2.2.13.2.3.3.2.2.1.1 Odd positioned groups of 70 from 7.12.1.8.5.2.2: 9 60 90 100 9 100 80 3 60 70 60 20 100 60 200 90 5 100 200 90 10 1 80 70 200 10 1 9 4 60 100 60 40 90 200 40 90 5 100 1 40 100 60 9 100 1 90 70 1 9 60 200 10 1 60 80 100 7 40 5 5 20 60 40 5 9 5 3 60 200 5 5 40 5 1 30 5 80 9 90 8 600 100 60 80 7 1 40 100 100 60 40 20 60 40 10 20 7 300 1 20 10 1 100 600 90 60 40 90 5 200 60 30 60 9 600 100 5 90 200 80 600 1 200 100 600 600 100 5 40 1 100 7 90 5 3 1 20 7 20 Total: 11001 = 3 x 19 x 193. 7.12.1.4.2.2.13.2.3.3.2.2.1.2 Even positioned groups of 70 from 7.12.1.8.5.2.2: 90 60 40 1 1 9 100 7 60 10 40 1 200 100 60 40 2 1 80 1 100 60 40 20 5 1 30 9 1 500 5 90 70 60 10 80 1 9 5 40 1 200 100 60 600 10 5 40 9 40 60 90 8 5 40 1 5 70 1 4 1 9 20 1 2 60 40 100 60 100 Total: 3781 = 19 x 199. 7.12.1.4.2.2.13.2.3.3.2.2.2 Odd positioned groups of 47 from 7.12.1.8.6.1.4: 60 90 100 9 70 60 9 7 90 9 40 1 200 100 600 10 1 10 1 30 70 5 20 600 40 1 5 90 1 70 60 4 600 90 60 200 60 9 90 1 200 100 600 40 20 100 1 3 9 10 1 9 60 200 100 60 200 1 90 60 20 1 60 90 5 9 5 10 40 1 7 30 600 40 100 100 60 40 4 5 9 7 90 60 200 80 600 8 7 100 60 100 5 3 90 2 6 60 40 1 200 100 600 1 70 70 1 90 1 40 100 7 40 3 7 40 600 80 1 40 1 40 5 7 20 9 7 20 9 20 1 30 60 200 9 40 1 100 9 30 5 Total: 10906 = 2 x 7 x 19 x 41. 7.12.1.4.2.2.13.2.3.3.2.3 Even positioned groups of 47 from 7.12.1.8.6.1.4: 8 7 1 200 100 5 40 40 7 3 5 30 60 40 4 5 5 70 60 20 200 5 9 600 4 5 90 100 60 100 5 4 90 7 30 60 40 40 7 3 30 100 600 40 5 9 70 200 80 600 90 1 40 40 4 9 5 100 60 200 2 1 7 80 60 40 9 100 60 200 70 5 30 5 80 9 90 60 9 90 9 30 1 100 9 90 30 9 10 100 7 80 60 200 Total: 6194 = 2 x 19 x 163. 7.12.1.4.2.2.13.2.3.3.2.4 Odd positioned groups of 18 from 7.12.1.8.6.2.2: 40 1 1 9 3 5 8 7 60 9 40 100 70 40 8 60 5 300 9 1 1 100 5 40 600 60 5 90 60 40 9 5 40 60 1 200 60 30 60 40 200 100 100 60 100 60 8 5 70 70 60 70 1 100 90 400 80 5 5 90 90 1 5 9 7 40 300 5 4 200 40 1 7 30 60 9 1 200 40 10 40 100 90 9 30 4 90 5 60 200 5 600 40 1 60 7 40 60 1 90 1 400 30 5 1 100 9 70 Total: 7163 = 13 x 19 x 29. 7.12.1.4.2.2.13.2.3.3.2.4.1 Even positioned groups of 18 from 7.12.1.8.6.2.2: 1 30 20 600 9 90 3 60 60 200 1 9 40 10 60 9 40 5 10 30 5 9 1 9 300 1 40 60 70 5 1 600 60 90 4 5 2 1 2 2 5 9 5 60 100 600 200 60 60 5 200 100 90 60 5 1 2 1 40 300 3 90 60 9 80 1 9 1 5 90 70 40 90 4 200 100 20 60 5 90 80 60 100 60 9 10 5 70 60 40 90 4 1 9 5 30 1 100 200 100 40 5 9 60 5 10 70 9 Total: 6726 = 2 x 3 x 19 x 59. 7.12.1.4.2.2.13.2.3.3.2.4.2 Odd positioned groups of 54 from 7.12.1.8.6.2.2: 1 30 20 600 9 90 3 60 60 200 1 9 40 10 60 9 40 5 40 1 1 9 3 5 8 7 60 9 40 100 70 40 8 60 5 300 10 30 5 9 1 9 300 1 40 60 70 5 1 600 60 90 4 5 5 1 2 1 40 300 3 90 60 9 80 1 9 1 5 90 70 40 90 400 80 5 5 90 90 1 5 9 7 40 300 5 4 200 40 1 90 4 200 100 20 60 5 90 80 60 100 60 9 10 5 70 60 40 Total: 6555 = 3 x 5 x 19 x 23. 7.12.1.4.2.2.13.2.3.3.3 Even positioned groups of 54 from 7.12.1.8.6.2.2: 9 1 1 100 5 40 600 60 5 90 60 40 9 5 40 60 1 200 2 1 2 2 5 9 5 60 100 600 200 60 60 5 200 100 90 60 60 30 60 40 200 100 100 60 100 60 8 5 70 70 60 70 1 100 7 30 60 9 1 200 40 10 40 100 90 9 30 4 90 5 60 200 90 4 1 9 5 30 1 100 200 100 40 5 9 60 5 10 70 9 5 600 40 1 60 7 40 60 1 90 1 400 30 5 1 100 9 70 Total: 7334 = 2 x 19 x 193. 7.12.1.4.2.2.13.2.3.3.4 Odd positioned groups of 1 from 7.12.1.8.6.2.3: 100 40 4 60 100 40 90 40 90 1 80 3 20 10 7 5 9 1 60 300 80 40 100 70 1 600 400 5 30 60 5 9 40 40 200 1 1 60 9 200 60 90 60 60 5 60 400 200 60 5 70 2 40 40 80 3 100 60 90 80 5 90 200 5 90 7 10 300 50 4 90 40 200 9 1 5 9 60 1 7 5 60 5 1 7 90 5 1 60 5 30 1 5 200 5 40 90 40 600 1 1 1 8 30 3 1 5 9 Total: 7068 = 2 x 2 x 3 x 19 x 31. 7.12.1.4.2.2.13.2.3.4 Even positioned groups of 1 from 7.12.1.8.6.2.3: 60 10 600 9 9 5 9 1 10 9 5 5 9 30 90 9 10 9 9 1 9 60 9 5 100 60 20 90 9 40 70 5 600 60 40 200 70 5 1 100 9 60 3 30 40 40 60 100 100 1 2 1 200 300 1 90 1 9 100 1 9 1 100 9 100 40 5 5 5 200 1 1 4 10 9 70 100 40 8 30 40 9 90 200 8 4 10 9 90 30 30 100 600 100 80 5 5 60 40 90 2 400 1 5 10 100 20 70 Total: 6555 = 3 x 5 x 19 x 23. 7.12.1.4.2.2.13.2.3.4.1 Odd positioned groups of 36 from 7.12.1.8.6.2.4: 60 200 1 30 70 5 20 600 40 5 9 90 20 5 3 60 200 90 60 200 90 10 1 9 9 1 8 7 90 5 60 9 60 200 40 100 60 40 2 1 80 1 2 2 1 8 5 9 90 4 5 60 7 3 100 600 40 4 200 60 60 90 100 60 200 4 100 60 200 9 8 5 100 5 90 4 5 1 200 100 60 20 20 60 40 100 5 90 10 20 80 60 300 7 100 60 100 600 40 10 1 9 40 100 80 9 90 9 Total: 7372 = 2 x 2 x 19 x 97. 7.12.1.4.2.2.13.2.3.4.1.1 Even positioned groups of 36 from 7.12.1.8.6.2.4: 9 60 70 40 20 9 8 60 40 100 5 300 80 9 1 600 70 80 60 90 60 200 4 5 1 20 9 1 40 10 1 100 1 40 5 40 9 90 70 70 5 100 60 70 9 100 1 100 100 1 9 1 40 100 5 90 5 30 70 40 100 5 90 400 1 9 80 5 2 100 5 90 40 7 30 4 9 60 90 5 9 100 60 200 9 4 9 60 4 5 5 10 60 5 70 9 7 40 5 600 90 600 40 1 100 2 60 7 Total: 6726 = 2 x 3 x 19 x 59. 7.12.1.4.2.2.13.2.3.4.1.2 Odd positioned groups of 7 from 7.12.1.9.1.1.3: 200 10 1 9 60 100 9 9 5 40 5 9 1 70 5 40 80 60 40 1 40 80 5 200 90 1 100 20 90 60 200 10 9 5 9 100 1 1 200 40 1 70 40 90 600 90 60 40 40 200 80 60 200 1 9 6 80 1 60 40 1 20 20 90 9 90 80 1 7 200 60 100 60 40 90 1 90 8 5 200 9 60 90 100 Total: 5214 = 2 x 3 x 11 x 79. 7.12.1.4.2.2.13.2.3.4.1.3 Even positioned groups of 7 from 7.12.1.9.1.1.3: 40 100 7 40 400 10 1 7 3 1 60 40 5 30 8 40 1 100 60 200 100 8 60 40 100 5 40 60 40 90 100 1 40 100 60 20 60 80 7 8 5 40 5 9 200 9 1 100 1 60 40 100 100 600 40 3 60 5 1 9 5 9 2 80 60 200 10 1 200 90 8 600 40 80 60 100 9 90 600 8 5 40 100 5 Total: 5962 = 2 x 11 x 271. 7.12.1.4.2.2.13.2.3.4.1.4 Odd positioned groups of 6 from 7.12.1.9.1.1.4: 5 5 40 5 70 1 4 200 60 200 10 1 60 9 4 5 5 200 60 40 7 3 3 1 90 5 9 90 100 60 1 30 5 80 9 90 7 80 600 8 600 100 90 5 1 200 100 60 60 30 60 9 600 70 600 40 5 20 5 3 1 90 9 20 5 200 9 70 9 90 100 5 200 40 1 200 3 1 200 90 100 1 200 80 Total: 6644 = 2 x 2 x 11 x 151. 7.12.1.4.2.2.13.2.3.4.2 Even positioned groups of 6 from 7.12.1.9.1.1.4: 7 40 1 200 100 60 20 1 30 200 4 1 3 60 40 1 200 100 80 600 70 60 30 600 60 200 10 1 9 5 7 8 5 20 7 70 9 30 1 100 9 1 200 70 60 60 30 600 70 60 100 60 200 90 5 90 30 5 100 1 200 90 5 90 600 90 20 5 200 90 100 1 8 5 60 40 80 200 60 200 5 9 30 9 90 1 200 100 600 600 Total: 8679 = 3 x 11 x 263. 7.12.1.4.2.2.13.2.3.5 Odd positioned groups of 1 from 7.12.1.9.1.1.6: 7 1 100 200 1 60 5 40 70 9 200 1 1 7 1 60 1 100 40 30 40 100 200 60 7 3 80 200 1 60 60 10 8 20 70 5 40 100 40 70 7 600 600 60 7 5 200 60 1 60 60 90 1 80 200 30 9 600 5 5 60 1 20 200 5 600 5 90 1 80 200 1 70 90 5 90 3 80 100 8 60 5 30 200 60 100 Total: 6952 = 2 x 2 x 2 x 11 x 79. 7.12.1.4.2.2.13.2.3.5.1 Even positioned groups of 1 from 7.12.1.9.1.1.6: 40 200 60 10 9 100 5 5 1 60 10 9 70 3 3 40 200 60 5 600 1 60 100 40 3 1 5 90 40 90 200 7 5 7 9 9 90 1 1 20 80 8 100 80 8 40 70 9 70 100 200 100 200 60 60 60 600 40 20 3 40 20 60 90 90 90 200 100 200 60 10 9 9 100 200 60 1 60 9 5 200 9 9 9 90 Total: 5907 = 3 x 11 x 179. 7.12.1.4.2.2.13.2.3.5.1.1 Odd positioned groups of 9 from 7.12.1.9.1.1.6: 7 40 1 200 100 60 200 10 1 9 60 200 10 1 9 1 70 7 40 5 30 600 40 1 100 60 200 200 90 1 40 60 90 60 200 10 40 90 100 1 40 1 70 20 7 5 40 200 70 60 9 1 70 60 200 60 30 60 9 600 600 40 5 200 90 5 90 600 90 5 200 90 70 9 90 100 5 200 90 60 3 5 9 30 9 200 9 60 90 100 Total: 7810 = 2 x 5 x 11 x 71. 7.12.1.4.2.2.13.2.3.5.1.2 Even positioned groups of 9 from 7.12.1.9.1.1.6: 9 60 100 5 5 40 5 70 1 3 1 3 60 40 1 200 100 60 100 60 40 7 3 3 1 80 5 7 8 5 20 7 70 9 5 9 80 600 8 600 100 60 80 7 8 100 60 200 90 100 1 200 80 60 20 5 3 60 40 1 20 20 60 100 1 200 80 60 200 10 1 9 1 80 60 100 9 8 5 60 200 Total: 5049 = 3 x 3 x 3 x 11 x 17. 7.12.1.4.2.2.13.2.3.5.2 Odd positioned groups of 1 from 7.12.1.9.2.1.1: 1 5 100 20 7 5 100 100 40 50 3 70 90 5 70 70 1 90 1 50 200 50 90 200 90 100 600 5 400 40 7 90 80 200 90 5 1 40 100 80 100 9 80 10 30 9 80 1 5 60 90 9 90 5 40 5 50 1 100 1 3 5 60 100 5 1 7 1 40 70 2 80 10 2 40 70 100 9 5 100 9 5 6 200 70 5 100 80 40 7 60 9 9 3 5 10 200 90 30 9 40 60 4 9 5 Total: 5896 = 2 x 2 x 2 x 11 x 67. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.2.13.2.3.5.2.1 Even positioned groups of 1 from 7.12.1.9.2.1.1: 60 1 40 40 90 1 90 300 40 1 40 100 40 5 5 200 100 9 100 40 600 4 40 60 60 200 1 5 40 1 60 1 40 80 40 4 100 9 200 300 200 30 90 8 40 100 200 30 7 100 90 9 10 9 1 90 200 1 40 20 40 60 5 200 200 1 30 5 1 5 100 100 100 100 40 100 40 5 1 40 5 4 40 600 4 40 40 40 2 5 60 1 5 1 9 9 5 80 40 5 200 60 20 60 Total: 6930 = 2 x 3 x 3 x 5 x 7 x 11. 7.12.1.4.2.2.13.2.3.5.2.1.1 Odd positioned groups of 11 from 7.12.1.9.2.1.2: 40 5 90 5 1 60 5 1 9 60 200 5 5 90 200 60 1 1 100 5 5 200 80 60 9 1 80 100 40 100 200 60 1 70 60 7 60 4 5 5 9 9 1 7 60 5 100 40 7 5 4 50 600 10 9 100 90 9 90 9 60 8 60 10 100 2 9 1 1 1 600 200 1 60 60 60 5 1 100 1 60 5 10 1 7 600 1 1 100 20 70 1 5 8 600 4 1 600 5 Total: 6743 = 11 x 613. SF: 624 = 2 x 2 x 2 x 2 x 3 x 13. 7.12.1.4.2.2.13.2.3.5.2.1.2 Even positioned groups of 11 from 7.12.1.9.2.1.2: 3 40 70 200 60 60 7 100 40 20 50 5 7 1 100 90 30 9 30 100 90 40 1 1 100 9 100 90 1 80 90 9 50 200 600 1 100 90 5 200 60 4 5 60 5 60 5 7 60 40 200 30 40 40 200 9 5 5 600 90 200 600 10 9 5 60 8 30 100 600 10 9 80 90 200 5 90 8 20 9 200 60 5 70 40 9 9 60 5 60 90 40 30 200 40 100 30 5 10 90 5 1 100 40 9 5 60 70 9 20 Total: 8019 = 3 x 3 x 3 x 3 x 3 x 3 x 11. 7.12.1.4.2.2.13.2.3.5.2.2 Odd positioned groups of 19 from 7.12.1.9.2.3.1: 20 5 50 1 40 100 5 90 90 100 5 300 1 40 60 40 5 50 1 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 90 1 40 1 200 100 60 40 100 1 9 30 1 100 9 1 1 200 100 200 80 600 90 1 40 100 5 90 4 5 1 200 100 60 40 4 9 5 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 70 5 40 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 5 5 10 600 100 600 40 1 10 60 200 90 1 40 100 5 90 5 20 5 3 60 Total: 8657 = 11 x 787. SF: 798 = 2 x 3 x 7 x 19. 7.12.1.4.2.2.13.2.3.6 Even positioned groups of 19 from 7.12.1.9.2.3.1: 90 10 5 300 1 20 7 90 1 200 100 60 200 10 1 9 10 1 20 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 9 90 100 60 90 100 1 200 80 600 90 1 9 5 50 5 80 400 60 30 30 1 100 5 600 40 10 1 9 70 80 5 90 2 200 100 5 80 60 4 1 200 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 10 1 9 5 200 8 5 600 90 4 80 1 30 600 40 5 9 90 5 Total: 9680 = 2 x 2 x 2 x 2 x 5 x 11 x 11. SF: 35 = 5 x 7. 7.12.1.4.2.2.13.2.3.6.1 Odd positioned groups of 1 from 7.12.1.9.2.4.2: 90 60 9 90 70 200 60 60 100 40 5 9 600 1 100 20 9 5 9 30 5 90 200 60 9 100 40 5 1 60 60 60 1 80 100 40 70 40 5 60 60 1 9 10 30 100 90 9 5 7 60 40 10 300 20 90 9 2 1 300 90 200 600 10 90 40 80 90 60 10 4 5 40 100 9 600 1 600 200 1 100 200 5 60 70 70 90 40 600 1 7 600 90 40 600 7 90 2 400 1 5 50 200 10 40 9 5 60 9 20 1 90 Total: 10208 = 2 x 2 x 2 x 2 x 2 x 11 x 29. 7.12.1.4.2.2.13.2.3.6.1.1 Even positioned groups of 1 from 7.12.1.9.2.4.2: 100 40 7 60 1 100 40 20 60 70 80 5 40 200 600 5 80 2 5 70 9 1 100 9 90 7 10 300 9 40 40 30 1 7 60 90 60 20 3 30 8 60 90 1 1 9 30 10 100 80 200 1 5 1 7 1 5 20 90 7 1 100 40 1 60 100 9 9 9 60 40 1 1 1 90 90 100 40 40 70 60 70 70 9 9 1 1 100 40 100 40 80 5 60 40 20 1 1 8 60 60 60 90 1 60 4 20 9 7 9 90 600 Total: 5874 = 2 x 3 x 11 x 89. SF: 105 = 3 x 5 x 7. 7.12.1.4.2.2.13.2.3.6.1.1.1 Odd positioned groups of 19 from 7.12.1.9.2.5.2: 90 60 100 200 600 1 5 5 400 40 200 7 1 60 60 60 1 9 9 80 90 40 5 4 1 100 40 9 100 200 1 20 40 5 10 7 60 9 4 10 9 9 80 9 80 9 5 30 1 5 40 1 70 5 2 100 80 5 1 100 200 5 60 8 40 70 100 40 9 5 5 1 100 40 9 5 Total: 4081 = 7 x 11 x 53. 7.12.1.4.2.2.13.2.3.6.1.1.2 Even positioned groups of 19 from 7.12.1.9.2.5.2: 1 1 100 5 5 200 1 1 100 90 40 200 60 100 9 1 9 1 100 9 1 80 100 40 100 200 60 1 70 40 5 60 5 60 3 20 60 1 60 70 60 7 60 4 5 5 9 9 90 9 60 8 60 10 100 2 8 5 200 60 60 4 40 100 9 600 90 9 1 1 1 600 200 1 60 60 4 200 60 1 60 20 90 1 60 40 9 9 60 1 100 1 60 5 10 Total: 5467 = 7 x 11 x 71. 7.12.1.4.2.2.13.2.3.6.1.1.2.1 Last half of 111 from 7.12.1.9.3.2.1: 100 60 200 9 1 40 1 200 100 5 2 20 1 90 300 200 100 60 40 10 9 60 9 600 90 4 5 80 400 9 5 80 5 9 6 60 40 100 5 60 40 1 20 20 60 5 40 5 1 200 100 70 5 3 1 80 60 5 9 30 9 200 9 200 100 60 10 1 9 90 60 200 90 300 600 20 7 20 5 3 600 5 30 60 200 9 40 3 10 1 100 5 20 40 5 90 4 5 100 200 100 60 40 60 9 60 9 5 20 5 3 Total: 7821 = 3 x 3 x 11 x 79. 7.12.1.4.2.2.13.2.3.6.1.1.2.2 First half of 111 from 7.12.1.9.3.2.1: 60 200 7 3 5 30 80 1 20 1 2 60 40 5 70 1 200 100 100 7 40 90 70 5 9 5 10 4 200 90 5 100 7 90 1 40 80 60 90 8 5 40 9 50 1 40 1 200 200 90 1 40 1 200 400 20 1 30 200 4 3 1 3 60 40 1 90 100 60 90 100 1 40 60 90 60 200 10 9 5 9 40 90 100 40 100 5 90 4 5 200 5 2 1 20 60 40 10 1 9 10 1 1 40 600 100 7 90 90 1 200 Total: 6523 = 11 x 593. 7.12.1.4.2.2.13.2.3.6.1.2 Odd positioned groups of 4 from 7.12.1.9.3.2.3: 9 600 100 1 7 3 5 30 70 1 80 1 40 100 5 90 60 40 200 70 1 40 100 5 80 60 90 8 100 60 200 5 70 7 3 1 200 100 60 40 60 90 100 1 1 9 90 30 200 5 2 1 20 7 80 60 10 1 8 7 60 30 5 40 20 1 90 300 40 1 200 100 40 60 200 40 5 20 5 3 20 60 200 90 5 40 5 1 60 200 4 200 9 7 90 60 40 7 30 5 20 5 3 600 7 20 100 9 200 100 60 40 20 60 9 70 5 3 60 40 Total: 7348 = 2 x 2 x 11 x 167. SF: 182 = 2 x 7 x 13. 7.12.1.4.2.2.13.2.3.6.2 Even positioned groups of 4 from 7.12.1.9.3.2.3: 9 100 60 200 60 40 60 90 20 1 2 60 100 60 9 3 5 100 7 90 90 5 30 70 5 40 1 200 10 1 9 1 3 60 40 1 5 9 90 100 200 80 600 90 60 40 30 60 20 60 40 10 40 10 1 9 30 5 40 60 60 9 5 2 7 30 60 200 60 40 10 9 100 5 600 40 60 40 1 20 5 90 600 90 200 100 60 40 90 5 40 60 200 90 300 600 3 1 20 7 40 7 20 9 6 5 40 1 60 9 4 5 60 9 5 20 1 300 5 90 Total: 7986 = 2 x 3 x 11 x 11 x 11. 7.12.1.4.2.2.13.2.3.6.2.1 Odd positioned groups of 15 from 7.12.1.9.3.2.3: 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 10 1 9 1 70 7 3 1 3 60 40 1 200 100 60 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 600 40 5 20 5 3 60 40 1 20 20 60 200 90 5 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 Total: 7513 = 11 x 683. 7.12.1.4.2.2.13.2.3.6.2.1.1 Even positioned groups of 15 from 7.12.1.9.3.2.3: 90 70 1 80 1 20 1 2 60 40 100 5 90 100 60 5 30 70 80 60 90 8 5 40 1 200 100 60 200 5 40 5 9 90 100 60 90 100 1 200 80 600 90 1 9 7 80 60 40 10 1 9 10 1 8 7 30 5 40 60 200 40 1 200 100 60 40 10 9 40 60 200 40 100 5 90 600 90 5 40 5 1 200 100 60 40 60 200 4 200 5 3 1 20 7 20 5 3 600 40 7 20 9 7 20 60 9 70 60 9 5 20 5 3 60 40 1 300 5 90 Total: 7821 = 3 x 3 x 11 x 79. 7.12.1.4.2.2.13.2.3.6.2.1.2 Odd positioned groups of 35 from 7.12.1.9.3.2.4: 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 100 7 40 400 20 1 30 200 4 40 60 90 60 200 10 7 8 5 20 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 100 60 10 1 9 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 Total: 6842 = 2 x 11 x 311. 7.12.1.4.2.2.13.2.3.6.2.2 Even positioned groups of 35 from 7.12.1.9.3.2.4: 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 9 50 1 40 1 7 70 9 5 9 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 5 30 70 1 9 6 60 40 100 5 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 60 4 1 200 Total: 6237 = 3 x 3 x 3 x 3 x 7 x 11. 7.12.1.4.2.2.13.2.3.6.2.2.1 Odd positioned groups of 70 from 7.12.1.9.3.2.4: 40 5 70 1 200 100 60 40 60 20 7 40 100 7 40 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 9 50 1 40 1 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 100 7 40 400 20 1 30 200 4 40 60 90 60 200 10 7 8 5 20 5 30 70 1 9 6 60 40 100 5 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 60 4 1 200 100 60 10 1 9 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 Total: 7557 = 3 x 11 x 229. 7.12.1.4.2.2.13.2.3.6.2.2.2 Even positioned groups of 70 from 7.12.1.9.3.2.4: 7 70 9 5 9 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 1 40 600 100 7 90 10 5 300 1 20 7 90 1 200 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 60 9 600 90 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 Total: 5522 = 2 x 11 x 251. 7.12.1.4.2.2.13.2.4 Odd positioned groups of 16 from 7.12.1.9.3.3.1: 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 5 50 5 4 200 90 1 40 1 200 100 60 40 100 7 40 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 1 7 30 60 200 40 1 200 100 60 40 10 9 60 9 600 90 5 30 70 1 9 6 60 40 100 5 90 30 5 100 1 100 5 90 1 200 100 600 600 40 1 2 1 400 8 1 40 9 Total: 6666 = 2 x 3 x 11 x 101. SF: 117 = 3 x 3 x 13. 7.12.1.4.2.2.14 Even positioned groups of 16 from 7.12.1.9.3.3.1: 30 70 80 60 90 8 5 40 9 50 1 40 1 200 100 600 40 100 5 90 4 5 1 200 100 60 40 4 9 5 30 5 200 100 60 200 200 40 1 200 100 60 40 5 10 5 9 10 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 1 9 60 9 90 200 90 100 1 200 80 600 8 5 40 100 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 Total: 6677 = 11 x 607. 7.12.1.4.2.2.14.1 Odd positioned groups of 2 from 7.12.1.9.3.3.2: 40 5 100 60 1 9 80 9 90 200 3 1 40 5 200 100 60 20 4 5 1 1 60 200 400 20 200 4 1 9 200 100 5 9 60 90 200 80 1 9 40 100 5 9 60 70 20 5 1 9 5 8 1 40 1 40 7 90 300 1 9 4 1 80 60 80 60 30 60 9 20 1 200 90 600 90 5 1 60 40 4 200 200 90 8 600 40 1 60 40 200 100 1 9 20 7 5 30 9 40 9 30 5 9 1 20 600 5 100 9 40 1 60 40 4 5 9 70 5 20 Total: 7700 = 2 x 2 x 5 x 5 x 7 x 11. 7.12.1.4.2.2.14.2 Even positioned groups of 2 from 7.12.1.9.3.3.2: 9 90 70 80 100 600 60 40 40 7 3 60 70 1 60 40 7 40 50 9 200 100 10 1 1 30 1 10 5 40 60 40 90 100 100 1 600 90 8 60 5 90 90 100 60 40 3 60 5 70 7 10 5 70 600 100 10 5 20 7 5 70 1 70 5 200 5 40 5 2 90 300 5 90 5 40 200 100 60 200 40 80 1 90 40 200 200 100 5 9 60 10 60 9 90 100 60 200 1 100 5 5 90 10 1 30 70 60 6 5 200 100 60 9 20 60 60 9 5 3 Total: 8096 = 2 x 2 x 2 x 2 x 2 x 11 x 23. 7.12.1.4.2.2.2 Odd positioned groups of 8 from 7.12.1.9.3.3.2: 40 5 9 90 100 60 70 80 90 200 40 7 3 1 3 60 60 20 7 40 4 5 50 9 400 20 1 30 200 4 1 10 5 9 90 100 60 90 100 1 40 100 5 90 5 9 90 100 1 9 5 70 5 8 7 10 7 90 10 5 300 1 20 7 60 80 5 200 60 30 5 40 200 90 5 90 600 90 5 40 4 200 40 80 200 90 1 90 60 40 5 9 200 100 60 10 5 30 60 200 9 40 1 100 1 20 1 30 600 5 70 60 60 40 60 9 4 5 20 60 Total: 7447 = 11 x 677. 7.12.1.4.2.2.2.1 Even positioned groups of 8 from 7.12.1.9.3.3.2: 1 9 100 600 80 9 60 40 40 5 70 1 200 100 60 40 1 1 200 100 60 200 10 1 1 9 5 40 200 100 60 40 200 80 600 90 1 9 8 60 60 70 60 40 20 5 3 60 1 40 5 70 1 40 600 100 9 4 5 70 1 80 1 70 60 9 5 2 20 1 90 300 5 1 200 100 60 40 60 200 8 600 40 200 40 1 200 100 1 9 60 9 20 7 90 100 9 30 5 5 5 9 90 10 100 9 6 5 40 1 200 100 9 70 60 9 5 20 5 3 Total: 8349 = 3 x 11 x 11 x 23. 7.12.1.4.2.2.2.1.1 Odd positioned groups of 20 from 7.12.1.9.3.3.2: 3 1 3 60 40 5 70 1 200 100 60 40 60 20 7 40 4 5 50 9 200 100 60 40 5 9 90 100 60 90 100 1 200 80 600 90 1 9 8 60 5 8 7 10 1 40 5 70 1 40 600 100 7 90 10 5 300 1 20 7 20 1 90 300 200 90 5 90 600 90 5 40 5 1 200 100 60 40 60 200 200 100 60 10 1 9 60 9 20 7 90 100 5 30 60 200 9 40 1 100 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 3 Total: 8096 = 2 x 2 x 2 x 2 x 2 x 11 x 23. 7.12.1.4.2.2.2.1.2 Even positioned groups of 20 from 7.12.1.9.3.3.2: 40 5 9 90 100 60 70 80 1 9 100 600 80 9 60 40 90 200 40 7 1 1 200 100 60 200 10 1 400 20 1 30 200 4 1 10 1 9 5 40 40 100 5 90 5 9 90 100 60 70 60 40 20 5 3 60 1 9 5 70 9 4 5 70 1 80 1 70 60 80 5 200 60 30 5 40 60 9 5 2 4 200 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 40 5 9 9 30 5 5 5 9 90 10 1 20 1 30 600 5 70 60 100 9 6 5 Total: 7700 = 2 x 2 x 5 x 5 x 7 x 11. 7.12.1.4.2.2.2.1.3 Odd positioned groups of 5 from 7.12.1.9.3.5.1: 200 100 60 200 10 5 50 9 1 1 7 90 1 40 100 60 200 5 40 5 40 100 5 90 400 90 5 9 90 30 60 20 3 7 8 5 9 40 100 5 100 90 1 40 100 40 10 1 9 5 4 5 70 1 80 20 1 90 300 7 40 100 5 90 100 10 1 9 20 5 90 8 600 40 8 200 100 60 100 9 9 30 200 100 60 20 90 100 1 200 90 1 90 100 5 9 90 10 1 20 60 40 60 9 4 300 5 90 9 4 20 9 1 90 90 Total: 6886 = 2 x 11 x 313. 7.12.1.4.2.2.2.1.3.1 Even positioned groups of 5 from 7.12.1.9.3.5.1: 1 9 10 1 4 200 100 60 5 100 5 90 1 200 100 70 20 5 3 60 8 60 40 100 5 5 40 60 40 3 5 20 7 70 9 90 4 5 1 200 60 100 1 9 30 9 90 5 50 9 1 70 60 5 2 30 60 40 60 200 1 200 100 600 40 40 80 200 90 1 5 20 5 9 1 8 5 60 200 5 10 1 9 60 9 80 600 8 5 40 60 50 60 200 5 1 30 600 200 100 5 20 60 40 1 600 100 1 9 7 Total: 7348 = 2 x 2 x 11 x 167. SF: 182 = 2 x 7 x 13. 7.12.1.4.2.2.2.1.3.2 Odd positioned groups of 25 from 7.12.1.9.3.5.3: 100 60 200 10 1 9 3 60 40 200 70 5 100 7 90 1 40 100 5 90 5 30 70 80 60 1 200 100 60 40 4 9 5 30 5 80 9 90 1 40 100 60 100 1 9 30 1 100 9 1 5 70 1 80 1 70 60 80 5 200 60 30 5 40 60 9 5 2 20 1 90 300 7 30 60 100 60 10 1 9 60 9 20 7 90 100 1 9 60 9 90 200 90 100 1 200 80 600 8 5 Total: 5731 = 11 x 521. SF: 532 = 2 x 2 x 7 x 19. 7.12.1.4.2.2.2.1.3.3 Even positioned groups of 25 from 7.12.1.9.3.5.3: 200 100 60 200 10 1 9 10 1 20 1 30 60 40 5 40 100 7 4 5 50 9 1 1 200 90 8 5 40 1 200 100 60 200 5 40 5 70 1 9 50 1 40 1 200 100 600 20 5 3 1 200 100 60 200 40 10 1 9 5 9 90 5 50 5 200 600 40 200 30 600 40 60 9 4 70 5 3 1 80 60 100 9 8 5 60 200 5 9 30 9 200 9 60 90 100 60 4 1 200 40 100 5 90 1 200 100 600 600 40 90 1 90 100 5 60 50 60 200 90 10 1 9 70 5 Total: 9581 = 11 x 13 x 67. SF: 91 = 7 x 13. 7.12.1.4.2.2.2.1.3.3.1 Odd positioned groups of 5 from 7.12.1.9.3.5.4: 60 40 100 5 90 2 1 90 9 20 90 5 9 90 100 5 3 60 30 5 20 3 60 8 1 10 7 8 5 20 40 90 100 1 200 100 5 90 4 5 60 40 10 9 40 90 100 1 90 10 90 1 200 100 600 5 3 60 40 100 40 80 200 90 1 40 1 200 100 60 20 5 9 1 200 80 9 8 5 9 30 600 5 70 60 1 200 100 60 40 60 9 70 60 9 40 1 300 5 90 40 5 9 5 80 7 20 9 1 90 1 200 100 60 40 Total: 6875 = 5 x 5 x 5 x 5 x 11. 7.12.1.4.2.2.2.1.3.3.2 Even positioned groups of 5 from 7.12.1.9.3.5.4: 400 1 9 80 5 8 60 40 100 5 60 70 60 40 20 40 60 40 3 60 40 60 90 60 200 7 70 9 5 9 80 600 90 1 40 200 40 1 200 100 60 200 40 100 5 5 300 1 20 1 40 10 1 9 20 5 90 60 10 1 90 8 600 40 200 40 5 9 8 5 100 60 40 5 9 90 10 1 20 1 100 9 6 5 40 60 9 4 5 20 5 20 5 3 60 9 4 600 30 5 400 5 100 1 9 90 600 90 600 40 Total: 8316 = 2 x 2 x 3 x 3 x 3 x 7 x 11. 7.12.1.4.2.2.2.1.3.3.2.1 Odd positioned groups of 45 from 7.12.1.9.3.5.4: 60 40 100 5 90 400 1 9 80 5 2 1 90 9 20 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 10 1 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 60 9 70 60 9 5 20 5 3 60 40 1 300 5 90 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 9867 = 3 x 11 x 13 x 23. 7.12.1.4.2.2.2.1.3.3.2.2 Even positioned groups of 45 from 7.12.1.9.3.5.4: 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 200 40 1 200 100 60 40 10 9 40 60 200 40 100 5 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 80 9 8 5 9 90 10 1 20 1 30 600 5 70 60 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 Total: 5324 = 2 x 2 x 11 x 11 x 11. 7.12.1.4.2.2.2.1.3.3.2.2.1 Odd positioned groups of 75 from 7.12.1.9.3.5.4: 200 40 1 200 100 60 40 10 9 40 60 200 40 100 5 90 100 1 90 10 5 300 1 20 1 90 1 200 100 600 40 10 1 9 20 5 3 60 40 100 5 90 60 10 1 40 80 200 90 1 90 8 600 40 200 40 1 200 100 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 Total: 5434 = 2 x 11 x 13 x 19. 7.12.1.4.2.2.2.1.3.3.2.2.1.1 Even positioned groups of 75 from 7.12.1.9.3.5.4: 60 40 100 5 90 400 1 9 80 5 2 1 90 9 20 8 60 40 100 5 90 5 9 90 100 60 70 60 40 20 5 3 60 30 5 40 60 40 3 60 20 3 60 8 1 40 60 90 60 200 10 7 8 5 20 7 70 9 5 9 40 90 100 1 200 80 600 90 1 40 100 5 90 4 5 80 9 8 5 9 90 10 1 20 1 30 600 5 70 60 100 9 6 5 40 1 200 100 60 40 60 9 4 5 20 60 9 70 60 9 5 20 5 3 60 40 1 300 5 90 9 4 600 30 5 40 5 9 5 80 400 5 100 1 9 7 20 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 9757 = 11 x 887. 7.12.1.4.2.2.2.1.3.3.2.2.1.2 Odd positioned groups of 37 from 7.12.1.9.3.6.1: 60 200 7 3 5 30 80 1 20 1 2 60 40 9 7 90 60 200 70 80 1 9 100 600 40 7 3 1 3 60 60 40 60 20 7 40 9 9 1 70 7 200 100 60 40 5 9 200 80 600 90 1 9 200 5 2 1 20 60 40 10 1 9 10 1 9 5 100 7 80 60 40 5 10 100 5 600 40 3 80 1 30 10 1 9 70 80 5 600 40 5 20 5 3 200 90 5 90 600 90 60 40 60 200 4 200 90 60 200 90 300 Total: 8327 = 11 x 757. 7.12.1.4.2.2.2.1.3.3.2.2.2 Even positioned groups of 37 from 7.12.1.9.3.6.1: 80 1 40 10 1 9 50 1 40 1 200 200 90 1 40 1 200 400 20 1 30 200 4 5 4 200 90 1 40 1 9 30 1 100 9 10 1 5 9 10 7 10 1 40 5 70 10 5 300 1 20 7 100 7 40 1 9 100 60 9 600 90 4 5 80 400 9 5 80 5 9 6 60 40 600 20 7 20 5 3 600 9 20 1 30 1 90 40 9 100 60 200 100 5 30 60 200 8 5 1 100 9 30 5 5 9 70 5 90 100 9 Total: 6996 = 2 x 2 x 3 x 11 x 53. 7.12.1.4.2.2.2.1.3.3.2.3 Odd positioned groups of 39 from 7.12.1.9.3.6.4: 9 600 100 1 9 100 60 200 7 3 5 30 60 40 60 90 70 1 40 5 9 90 100 60 70 80 1 9 100 600 80 9 60 40 90 200 100 7 40 10 1 9 1 70 7 3 1 3 60 40 1 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 7 80 60 200 40 1 200 100 60 40 5 10 90 30 5 100 1 100 90 2 200 100 5 80 600 40 5 20 5 3 60 40 1 20 20 60 90 5 40 60 9 7 90 60 200 90 300 600 40 7 30 Total: 8217 = 3 x 3 x 11 x 83. 7.12.1.4.2.2.2.1.3.3.2.4 Even positioned groups of 39 from 7.12.1.9.3.6.4: 90 70 5 9 80 1 40 10 1 9 5 10 4 200 90 100 60 40 100 7 40 400 20 1 30 200 4 1 10 1 9 5 40 1 1 200 100 60 200 5 9 10 1 9 5 70 5 8 90 1 200 100 60 200 100 7 40 1 9 100 9 1 40 1 200 100 9 90 5 30 70 1 9 6 60 40 100 5 5 3 1 1 2 1 400 8 1 40 9 100 60 200 100 5 90 100 9 8 5 3 10 1 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 Total: 5874 = 2 x 3 x 11 x 89. SF: 105 = 3 x 5 x 7. 7.12.1.4.2.2.2.1.3.3.2.4.1 Odd positioned groups of 10 from 7.12.1.9.3.6.5: 40 5 70 1 200 100 60 40 60 20 1 40 10 1 9 5 10 4 200 90 10 1 9 1 70 7 3 1 3 60 60 90 100 1 200 80 600 90 1 9 20 60 40 10 20 7 80 60 40 10 40 1 9 100 9 1 40 1 200 100 9 1 80 400 9 5 80 5 9 90 5 1 200 100 60 40 60 200 4 200 300 600 40 7 30 5 3 1 20 7 9 20 1 30 1 90 1 2 1 400 Total: 6336 = 2 x 2 x 2 x 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.4.2.2.2.1.3.3.2.4.2 Even positioned groups of 10 from 7.12.1.9.3.6.5: 60 40 90 200 40 7 3 1 3 60 7 40 100 7 40 90 70 5 9 80 9 50 1 40 1 200 100 600 5 50 40 1 200 100 60 40 5 9 90 100 90 30 60 40 30 60 200 5 2 1 20 7 90 1 200 100 60 200 100 7 60 9 600 90 4 5 10 1 9 60 5 30 70 1 9 6 60 40 100 5 90 5 40 60 9 7 90 60 200 90 20 5 3 600 40 7 20 9 7 20 Total: 6512 = 2 x 2 x 2 x 2 x 11 x 37. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.4.2.2.2.1.3.3.3 Odd positioned groups of 13 from 7.12.1.9.4.2.1: 70 5 80 9 5 8 7 10 1 40 1 10 60 100 600 40 9 60 200 10 1 20 1 30 60 40 40 1 9 60 40 60 40 60 30 1 200 100 60 600 8 9 30 1 100 9 1 30 60 200 5 70 60 100 5 90 100 1 200 80 600 40 100 60 40 1 100 200 90 100 1 200 80 60 200 60 30 5 100 60 200 70 90 600 80 1 90 90 10 60 100 60 7 100 600 40 1 10 60 200 90 600 90 4 Total: 9317 = 7 x 11 x 11 x 11. 7.12.1.4.2.2.2.1.3.3.4 Even positioned groups of 13 from 7.12.1.9.4.2.1: 10 10 9 7 10 1 40 5 70 9 100 5 200 5 9 90 100 7 40 10 5 300 60 40 1 40 40 2 1 20 20 60 40 100 5 90 10 7 80 9 100 60 40 9 90 9 20 5 200 90 100 600 40 9 90 9 40 7 30 5 80 1 9 200 10 9 40 200 200 80 60 200 10 1 9 70 9 90 60 9 70 1 90 1 40 1 40 1 40 5 2 80 1 30 600 40 10 1 9 20 1 2 600 40 Total: 6292 = 2 x 2 x 11 x 11 x 13. SF: 39 = 3 x 13. 7.12.1.4.2.2.2.1.3.4 Odd positioned groups of 16 from 7.12.1.9.4.2.1: 70 5 80 9 5 8 7 10 1 40 1 10 60 10 10 9 10 1 20 1 30 60 40 5 9 90 100 7 40 10 5 300 60 40 2 1 20 20 60 40 100 5 90 10 7 80 600 8 90 9 20 5 200 90 100 600 60 100 5 90 100 1 200 80 200 10 1 100 200 90 100 1 200 80 60 200 60 30 5 9 90 600 80 1 90 90 10 60 100 60 9 70 1 90 1 40 600 90 4 80 1 30 600 40 10 1 9 20 1 2 600 40 Total: 8822 = 2 x 11 x 401. 7.12.1.4.2.2.2.1.3.4.1 Even positioned groups of 16 from 7.12.1.9.4.2.1: 7 10 1 40 5 70 9 100 5 200 100 600 40 9 60 200 60 40 1 40 40 1 9 60 40 60 40 60 30 1 200 100 9 30 1 100 9 1 30 60 200 5 70 9 100 60 40 9 600 40 100 60 40 40 9 90 9 40 7 30 5 80 1 9 40 200 200 80 60 200 10 1 9 70 9 90 100 60 200 70 1 40 1 40 5 2 60 7 100 600 40 1 10 60 200 90 Total: 6787 = 11 x 617. 7.12.1.4.2.2.2.1.3.4.1.1 Odd positioned groups of 2 from 7.12.1.9.4.2.2: 40 7 90 90 300 1 40 5 4 1 1 40 90 5 40 100 1 9 5 5 70 1 5 5 60 40 3 1 100 60 100 1 600 100 7 8 7 100 4 9 30 1 40 7 200 100 5 90 60 200 200 60 90 100 100 1 90 600 40 90 200 100 200 8 2 1 20 5 10 1 2 1 5 70 8 5 4 9 40 1 100 7 40 1 90 70 9 4 1 40 7 20 40 300 5 200 Total: 5885 = 5 x 11 x 107. 7.12.1.4.2.2.2.1.3.4.1.2 Even positioned groups of 2 from 7.12.1.9.4.2.2: 40 10 100 5 40 60 5 8 200 90 100 5 9 90 60 40 60 100 40 5 9 4 200 80 7 3 80 5 40 90 200 80 60 80 60 300 60 200 5 30 100 9 40 60 60 90 2 1 600 4 20 7 1 9 20 200 90 60 5 1 100 60 5 60 90 9 200 90 100 1 100 600 60 9 5 9 6 60 200 100 40 3 100 7 5 80 600 80 100 9 9 1 600 40 8 5 Total: 7590 = 2 x 3 x 5 x 11 x 23. 7.12.1.4.2.2.2.1.3.4.1.3 Odd positioned groups of 21 from 7.12.1.9.4.3.2: 1 40 8 600 40 5 70 5 8 90 10 5 300 1 20 7 90 1 1 9 600 80 60 40 200 80 7 40 1 9 60 40 60 10 20 7 80 60 40 9 40 1 2 1 90 9 20 5 1 9 600 40 100 60 100 5 90 9 90 200 40 1 200 90 100 1 200 80 60 200 60 30 90 60 30 5 40 1 200 100 60 5 70 9 2 60 7 600 100 600 40 1 10 60 200 90 60 40 60 100 9 7 20 9 1 Total: 8094 = 2 x 3 x 19 x 71. 7.12.1.4.2.2.2.1.3.4.1.4 Even positioned groups of 21 from 7.12.1.9.4.3.2: 40 10 1 9 5 30 9 60 100 5 5 40 5 70 1 60 9 4 5 5 200 80 7 8 5 40 200 70 60 100 200 4 9 5 30 5 80 9 90 200 90 60 100 600 4 90 5 1 200 100 60 40 5 9 8 5 60 200 10 1 100 1 2 100 60 40 8 5 60 100 600 1 70 60 4 5 5 10 80 1 40 1 40 5 Total: 4921 = 7 x 19 x 37. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.4.2.2.2.1.3.4.2 Odd positioned groups of 9 from 7.12.1.9.4.3.3: 100 1 200 80 60 200 40 100 1 60 30 600 40 90 600 90 60 40 200 9 60 90 5 9 100 60 200 7 8 9 1 70 60 100 60 200 10 1 9 70 9 90 100 5 200 200 70 5 70 60 9 8 5 40 5 9 4 9 6 60 40 1 200 7 40 5 40 1 100 7 40 600 600 40 5 10 5 9 5 90 100 1 40 100 5 90 5 20 5 3 Total: 6908 = 2 x 2 x 11 x 157. 7.12.1.4.2.2.2.1.3.5 Even positioned groups of 9 from 7.12.1.9.4.3.3: 1 9 600 40 100 60 100 5 90 9 90 200 40 1 200 100 600 4 90 5 1 200 100 60 40 5 9 8 5 60 200 10 1 100 1 2 90 100 1 200 80 60 200 60 30 90 60 30 5 40 1 200 100 60 5 70 9 100 60 40 8 5 60 100 600 1 70 60 4 5 5 10 80 1 40 1 40 5 2 60 7 600 100 600 40 1 10 60 200 90 60 40 60 100 9 7 20 9 1 Total: 8008 = 2 x 2 x 2 x 7 x 11 x 13. 7.12.1.4.2.2.2.1.3.5.1 Odd positioned groups of 6 from 7.12.1.9.4.4.1: 1 40 100 5 60 40 400 20 1 30 60 10 100 5 90 90 200 90 20 1 2 60 10 1 40 5 9 90 5 300 100 60 200 100 3 1 40 90 100 1 1 200 9 30 1 100 200 5 40 9 30 1 3 5 200 60 20 7 5 9 100 60 40 40 1 9 90 60 9 10 100 1 200 90 9 90 5 90 70 60 100 60 200 80 90 5 3 5 5 70 90 600 80 1 100 7 60 200 100 60 5 200 50 1 200 100 9 20 Total: 7150 = 2 x 5 x 5 x 11 x 13. 7.12.1.4.2.2.2.1.3.5.1.1 Even positioned groups of 6 from 7.12.1.9.4.4.1: 70 5 7 10 1 40 10 9 1 9 70 20 1 40 9 90 1 200 20 1 1 9 5 100 1 20 100 9 90 9 80 5 9 40 1 1 100 60 5 20 1 40 1 200 10 1 9 5 3 80 40 7 40 60 90 5 9 600 100 1 5 40 9 40 7 30 9 90 5 9 2 1 100 9 2 1 100 600 60 200 80 1 90 90 9 70 100 7 40 3 90 70 5 100 40 300 8 5 1 30 600 40 1 2 60 3 3 60 Total: 5808 = 2 x 2 x 2 x 2 x 3 x 11 x 11. 7.12.1.4.2.2.2.1.3.5.1.2 Odd positioned groups of 72 from 7.12.1.9.4.4.1: 1 40 100 5 60 40 70 5 7 10 1 40 400 20 1 30 60 10 10 9 1 9 70 20 100 5 90 90 200 90 1 40 9 90 1 200 20 1 2 60 10 1 20 1 1 9 5 100 40 5 9 90 5 300 1 20 100 9 90 9 100 60 200 100 3 1 80 5 9 40 1 1 200 90 9 90 5 90 100 9 2 1 100 600 70 60 100 60 200 80 60 200 80 1 90 90 90 5 3 5 5 70 9 70 100 7 40 3 90 600 80 1 100 7 90 70 5 100 40 300 60 200 100 60 5 200 8 5 1 30 600 40 50 1 200 100 9 20 1 2 60 3 3 60 Total: 9538 = 2 x 19 x 251. 7.12.1.4.2.2.2.1.3.5.2 Even positioned groups of 72 from 7.12.1.9.4.4.1: 40 90 100 1 1 200 100 60 5 20 1 40 9 30 1 100 200 5 1 200 10 1 9 5 40 9 30 1 3 5 3 80 40 7 40 60 200 60 20 7 5 9 90 5 9 600 100 1 100 60 40 40 1 9 5 40 9 40 7 30 90 60 9 10 100 1 9 90 5 9 2 1 Total: 3420 = 2 x 2 x 3 x 3 x 5 x 19. 7.12.1.4.2.2.2.1.3.5.2.1 Odd positioned groups of 2 from 7.12.1.9.4.4.4: 200 100 70 5 1 200 1 10 10 9 5 50 70 100 1 40 100 60 60 40 20 1 200 70 40 10 1 20 30 600 7 3 80 5 80 7 60 40 100 60 100 60 30 60 1 200 70 9 60 200 3 80 200 100 1 9 90 5 20 200 40 10 5 40 5 80 40 1 9 90 90 9 7 20 100 9 40 200 100 1 60 200 10 60 100 60 9 70 7 40 40 1 90 70 600 40 1 9 8 5 5 9 10 1 1 2 40 70 Total: 6578 = 2 x 11 x 13 x 23. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.2.2.1.3.5.2.1.1 Even positioned groups of 2 from 7.12.1.9.4.4.4: 60 40 1 40 100 600 60 10 70 20 1 40 200 90 1 200 40 5 10 1 5 100 100 60 5 300 90 9 40 1 3 1 1 1 100 60 1 200 1 40 100 1 200 5 9 5 100 60 3 5 40 60 60 90 5 9 100 1 600 40 1 9 7 30 1 9 100 1 2 1 20 5 5 90 100 600 40 1 200 80 90 90 100 60 5 70 40 3 5 600 100 7 40 300 5 9 5 200 600 40 90 5 9 20 3 60 20 7 Total: 8085 = 3 x 5 x 7 x 7 x 11. 7.12.1.4.2.2.2.1.3.5.2.1.2 Odd positioned groups of 12 from 7.12.1.9.4.4.4: 1 10 60 10 10 9 70 20 5 50 1 40 60 40 10 1 20 1 5 100 200 70 100 60 7 3 3 1 80 5 1 1 80 7 100 60 30 60 200 5 1 200 9 5 70 9 100 60 1 9 5 9 90 5 100 1 20 200 600 40 40 1 100 1 9 90 2 1 90 9 20 5 100 1 200 80 60 200 90 90 10 60 100 60 40 1 100 7 90 70 40 300 600 40 5 9 10 1 9 20 1 2 3 60 40 70 20 7 Total: 6094 = 2 x 11 x 277. 7.12.1.4.2.2.2.1.3.5.2.2 Even positioned groups of 12 from 7.12.1.9.4.4.4: 200 100 60 40 70 5 1 40 1 200 100 600 70 100 200 90 1 40 1 200 100 60 40 5 40 10 5 300 1 20 90 9 30 600 40 1 60 40 1 200 100 60 1 40 100 60 100 1 60 200 3 5 3 80 40 60 200 100 60 90 40 10 1 9 5 40 7 30 5 80 1 9 7 20 5 90 100 9 100 600 40 200 40 1 100 60 5 70 9 70 40 3 7 40 5 600 1 9 5 200 8 5 600 40 5 9 90 5 Total: 8569 = 11 x 19 x 41. 7.12.1.4.2.2.2.1.3.6 Odd positioned groups of 3 from 7.12.1.9.4.4.5: 1 40 100 200 100 7 1 200 100 10 9 40 100 5 90 70 100 9 100 60 40 20 1 30 40 5 9 40 10 100 30 600 40 80 5 200 40 90 100 60 40 5 100 60 100 1 200 100 40 9 30 60 200 40 200 100 60 90 5 10 100 60 40 40 10 9 5 80 1 9 90 600 200 90 9 7 20 2 40 200 40 60 200 100 90 5 3 100 60 100 7 40 5 90 70 5 60 200 100 1 9 1 5 9 90 1 2 600 Total: 7997 = 11 x 727. 7.12.1.4.2.2.2.1.3.6.1 Even positioned groups of 3 from 7.12.1.9.4.4.5: 5 90 1 10 1 40 600 60 10 7 40 10 90 100 5 90 1 200 5 10 1 60 40 10 90 100 7 9 90 9 1 3 1 90 1 40 1 200 80 20 1 40 1 200 5 60 9 90 1 100 9 7 40 60 90 5 9 4 5 50 40 1 60 40 7 30 9 100 1 90 1 9 90 80 1 1 100 600 1 200 80 7 90 600 5 40 5 7 40 3 600 100 7 80 9 4 60 90 10 30 600 40 5 9 20 40 90 70 Total: 7216 = 2 x 2 x 2 x 2 x 11 x 41. 7.12.1.4.2.2.2.1.3.6.1.1 Odd positioned groups of 9 from 7.12.1.9.4.4.5: 10 1 40 1 200 100 600 60 10 90 100 5 70 100 9 90 1 200 60 40 10 40 5 9 90 100 7 1 3 1 80 5 200 90 1 40 20 1 40 100 60 100 1 200 5 1 100 9 60 200 40 7 40 60 4 5 50 100 60 40 40 1 60 9 100 1 9 90 600 90 1 9 1 100 600 40 200 40 1 200 80 5 40 5 100 60 100 7 40 3 80 9 4 60 200 100 60 90 10 5 9 20 1 2 600 40 90 70 Total: 7854 = 2 x 3 x 7 x 11 x 17. 7.12.1.4.2.2.2.1.3.6.1.1.1 Even positioned groups of 9 from 7.12.1.9.4.4.5: 1 40 100 5 90 1 200 100 7 10 9 40 7 40 10 100 5 90 100 60 40 5 10 1 20 1 30 40 10 100 9 90 9 30 600 40 40 90 100 1 200 80 60 40 5 1 200 100 60 9 90 40 9 30 200 100 60 90 5 9 90 5 10 40 10 9 40 7 30 5 80 1 200 90 9 90 80 1 7 20 2 60 200 100 7 90 600 90 5 3 7 40 5 600 100 7 90 70 5 1 9 1 30 600 40 5 9 90 Total: 7359 = 3 x 11 x 223. 7.12.1.4.2.2.2.1.3.6.1.1.2 Odd positioned groups of 72 from 7.12.1.9.4.4.6: 60 40 70 5 80 9 5 8 400 20 1 30 200 4 1 10 1 9 70 20 5 50 1 40 200 90 1 40 100 5 90 5 20 1 2 60 40 100 60 40 1 9 5 100 200 70 100 60 5 300 1 20 40 60 30 1 100 60 200 100 60 40 7 3 9 40 1 1 80 7 100 60 5 90 100 9 10 1 100 1 70 60 100 60 200 90 100 1 80 1 90 90 10 60 100 60 5 70 9 70 1 90 1 40 90 600 80 1 90 5 40 1 5 100 40 300 600 40 5 9 5 200 8 5 600 90 4 80 50 1 200 100 600 40 10 1 60 3 3 60 40 70 20 7 Total: 9900 = 2 x 2 x 3 x 3 x 5 x 5 x 11. 7.12.1.4.2.2.2.1.3.6.1.1.2.1 Even positioned groups of 72 from 7.12.1.9.4.4.6: 1 200 100 60 200 10 1 9 9 30 1 100 9 1 30 60 10 1 9 5 70 9 100 60 3 5 3 80 1 30 30 5 200 60 20 7 90 100 1 9 9 600 100 1 20 200 600 40 1 9 5 40 100 80 9 90 90 60 9 10 60 4 40 1 5 9 2 1 90 9 20 5 Total: 4048 = 2 x 2 x 2 x 2 x 11 x 23. SF: 42 = 2 x 3 x 7. 7.12.1.4.2.2.2.1.3.6.1.1.2.2 Odd positioned groups of 7 from 7.12.1.9.5.1.3: 200 10 1 9 60 100 9 9 5 40 5 9 1 70 5 40 80 60 40 1 40 80 5 200 90 1 100 20 90 60 200 10 9 5 9 100 1 1 200 40 1 70 40 90 600 90 60 40 40 200 80 60 200 1 9 6 80 1 60 40 1 20 20 90 9 90 80 1 7 200 60 100 60 40 90 1 90 8 5 200 9 60 90 100 Total: 5214 = 2 x 3 x 11 x 79. 7.12.1.4.2.2.2.1.3.6.1.2 Even positioned groups of 7 from 7.12.1.9.5.1.3: 40 100 7 40 400 10 1 7 3 1 60 40 5 30 8 40 1 100 60 200 100 8 60 40 100 5 40 60 40 90 100 1 40 100 60 20 60 80 7 8 5 40 5 9 200 9 1 100 1 60 40 100 100 600 40 3 60 5 1 9 5 9 2 80 60 200 10 1 200 90 8 600 40 80 60 100 9 90 600 8 5 40 100 5 Total: 5962 = 2 x 11 x 271. 7.12.1.4.2.2.2.1.3.6.2 Odd positioned groups of 6 from 7.12.1.9.5.1.4: 5 5 40 5 70 1 4 200 60 200 10 1 60 9 4 5 5 200 60 40 7 3 3 1 90 5 9 90 100 60 1 30 5 80 9 90 7 80 600 8 600 100 90 5 1 200 100 60 60 30 60 9 600 70 600 40 5 20 5 3 1 90 9 20 5 200 9 70 9 90 100 5 200 40 1 200 3 1 200 90 100 1 200 80 Total: 6644 = 2 x 2 x 11 x 151. 7.12.1.4.2.2.2.1.3.6.2.1 Even positioned groups of 6 from 7.12.1.9.5.1.4: 7 40 1 200 100 60 20 1 30 200 4 1 3 60 40 1 200 100 80 600 70 60 30 600 60 200 10 1 9 5 7 8 5 20 7 70 9 30 1 100 9 1 200 70 60 60 30 600 70 60 100 60 200 90 5 90 30 5 100 1 200 90 5 90 600 90 20 5 200 90 100 1 8 5 60 40 80 200 60 200 5 9 30 9 90 1 200 100 600 600 Total: 8679 = 3 x 11 x 263. 7.12.1.4.2.2.2.1.3.6.2.1.1 Odd positioned groups of 1 from 7.12.1.9.5.1.6: 7 1 100 200 1 60 5 40 70 9 200 1 1 7 1 60 1 100 40 30 40 100 200 60 7 3 80 200 1 60 60 10 8 20 70 5 40 100 40 70 7 600 600 60 7 5 200 60 1 60 60 90 1 80 200 30 9 600 5 5 60 1 20 200 5 600 5 90 1 80 200 1 70 90 5 90 3 80 100 8 60 5 30 200 60 100 Total: 6952 = 2 x 2 x 2 x 11 x 79. 7.12.1.4.2.2.2.1.3.6.2.1.2 Even positioned groups of 1 from 7.12.1.9.5.1.6: 40 200 60 10 9 100 5 5 1 60 10 9 70 3 3 40 200 60 5 600 1 60 100 40 3 1 5 90 40 90 200 7 5 7 9 9 90 1 1 20 80 8 100 80 8 40 70 9 70 100 200 100 200 60 60 60 600 40 20 3 40 20 60 90 90 90 200 100 200 60 10 9 9 100 200 60 1 60 9 5 200 9 9 9 90 Total: 5907 = 3 x 11 x 179. 7.12.1.4.2.2.2.1.3.6.2.2 Odd positioned groups of 9 from 7.12.1.9.5.1.6: 7 40 1 200 100 60 200 10 1 9 60 200 10 1 9 1 70 7 40 5 30 600 40 1 100 60 200 200 90 1 40 60 90 60 200 10 40 90 100 1 40 1 70 20 7 5 40 200 70 60 9 1 70 60 200 60 30 60 9 600 600 40 5 200 90 5 90 600 90 5 200 90 70 9 90 100 5 200 90 60 3 5 9 30 9 200 9 60 90 100 Total: 7810 = 2 x 5 x 11 x 71. 7.12.1.4.2.2.2.1.3.6.2.2.1 Even positioned groups of 9 from 7.12.1.9.5.1.6: 9 60 100 5 5 40 5 70 1 3 1 3 60 40 1 200 100 60 100 60 40 7 3 3 1 80 5 7 8 5 20 7 70 9 5 9 80 600 8 600 100 60 80 7 8 100 60 200 90 100 1 200 80 60 20 5 3 60 40 1 20 20 60 100 1 200 80 60 200 10 1 9 1 80 60 100 9 8 5 60 200 Total: 5049 = 3 x 3 x 3 x 11 x 17. 7.12.1.4.2.2.2.1.3.6.2.2.2 Odd positioned groups of 19 from 7.12.1.9.5.2.2: 90 60 100 200 600 1 5 5 400 40 200 7 1 60 60 60 1 9 9 80 90 40 5 4 1 100 40 9 100 200 1 20 40 5 10 7 60 9 4 10 9 9 80 9 80 9 5 30 1 5 40 1 70 5 2 100 80 5 1 100 200 5 60 8 40 70 100 40 9 5 5 1 100 40 9 5 Total: 4081 = 7 x 11 x 53. 7.12.1.4.2.2.2.1.4 Even positioned groups of 19 from 7.12.1.9.5.2.2: 1 1 100 5 5 200 1 1 100 90 40 200 60 100 9 1 9 1 100 9 1 80 100 40 100 200 60 1 70 40 5 60 5 60 3 20 60 1 60 70 60 7 60 4 5 5 9 9 90 9 60 8 60 10 100 2 8 5 200 60 60 4 40 100 9 600 90 9 1 1 1 600 200 1 60 60 4 200 60 1 60 20 90 1 60 40 9 9 60 1 100 1 60 5 10 Total: 5467 = 7 x 11 x 71. 7.12.1.4.2.2.2.2 Odd positioned groups of 2 from 7.12.1.10.1.1.1: 5 9 9 40 60 1 100 5 60 9 5 9 4 5 1 60 8 7 90 70 1 100 1 80 100 9 90 10 9 8 200 90 90 10 5 9 60 40 40 40 600 10 60 40 9 1 10 60 40 80 40 100 100 20 40 5 60 40 9 90 5 100 80 60 4 600 60 200 1 90 90 60 9 7 70 60 600 200 1 2 70 9 600 70 60 4 100 5 4 5 40 600 9 80 20 60 90 8 60 90 100 5 90 100 9 7 Total: 7557 = 3 x 11 x 229. 7.12.1.4.2.2.3 Even positioned groups of 2 from 7.12.1.10.1.1.1: 9 90 90 20 4 600 3 60 60 200 200 90 5 5 3 5 600 40 600 40 100 60 90 5 200 90 60 70 5 9 100 5 60 70 9 6 1 100 9 5 9 1 20 5 60 200 10 1 1 6 7 40 5 5 60 40 200 100 9 20 70 60 4 9 40 1 3 200 7 4 600 40 90 9 3 5 40 2 60 9 40 1 100 7 3 5 100 1 9 20 70 5 1 70 60 200 1 9 1 60 200 100 60 40 Total: 6996 = 2 x 2 x 3 x 11 x 53. 7.12.1.4.2.2.3.1 Odd positioned groups of 35 from 7.12.1.10.1.1.1: 40 90 70 600 40 1 100 100 60 1 80 90 5 100 9 200 90 90 10 60 70 9 8 5 9 200 90 100 5 90 10 60 70 5 9 20 5 5 40 5 60 40 60 40 200 100 9 90 9 20 5 100 70 60 80 60 4 9 4 600 40 1 60 200 3 200 1 90 7 4 1 4 5 9 20 40 600 70 5 9 80 1 70 20 60 60 200 90 8 1 9 60 90 1 60 100 5 200 100 90 100 60 40 9 7 Total: 7161 = 3 x 7 x 11 x 31. SF: 52 = 2 x 2 x 13. 7.12.1.4.2.2.3.1.1 Even positioned groups of 35 from 7.12.1.10.1.1.1: 5 9 9 90 9 40 90 20 60 1 4 600 100 5 3 60 60 9 60 200 5 9 200 90 4 5 5 5 1 60 3 5 8 7 600 9 6 60 40 1 100 40 40 9 5 600 10 9 1 60 40 20 5 9 1 60 200 10 60 10 1 40 80 1 6 40 100 7 40 100 90 60 600 40 9 7 90 9 70 60 3 5 600 200 40 2 1 2 60 9 70 9 40 1 600 70 100 7 60 4 3 5 100 5 100 Total: 7392 = 2 x 2 x 2 x 2 x 2 x 3 x 7 x 11. 7.12.1.4.2.2.3.1.2 Odd positioned groups of 6 from 7.12.1.10.1.1.3: 3 60 9 90 60 9 5 9 90 60 5 9 1 80 600 40 4 9 100 9 5 20 9 8 200 90 1 40 100 5 10 1 9 5 40 100 200 100 60 40 200 5 40 100 60 40 7 40 5 5 20 60 40 5 20 1 80 60 100 9 10 1 40 1 200 100 90 9 40 1 70 60 600 200 30 60 1 40 5 7 3 5 60 40 600 40 5 40 20 60 90 8 5 10 1 9 Total: 5753 = 11 x 523. 7.12.1.4.2.2.3.1.2.1 Even positioned groups of 6 from 7.12.1.10.1.1.3: 90 5 100 5 600 80 600 90 60 200 5 3 600 40 9 1 90 70 1 100 60 200 100 60 7 90 5 9 1 60 90 60 90 10 1 9 600 10 8 1 9 1 20 5 3 5 5 9 10 1 100 20 600 4 9 400 5 1 70 60 4 9 1 300 4 600 4 5 9 7 90 600 10 7 3 5 30 600 100 7 100 600 60 4 100 5 90 90 100 1 200 20 60 200 100 60 1 70 60 90 60 20 Total: 10043 = 11 x 11 x 83. SF: 105 = 3 x 5 x 7. 7.12.1.4.2.2.3.1.2.1.1 Odd positioned groups of 5 from 7.12.1.10.1.1.4: 90 3 5 9 40 3 60 1 10 10 200 4 5 70 100 60 200 5 3 5 80 8 7 90 5 60 200 90 100 7 70 60 70 5 80 6 7 100 60 40 90 40 40 9 1 1 10 60 200 5 80 7 30 1 6 40 5 70 200 100 70 9 20 1 20 7 3 200 40 7 4 5 40 90 60 2 1 80 1 2 60 70 9 20 100 70 4 5 60 70 600 80 1 70 5 90 1 70 1 60 1 200 100 60 9 40 4 5 9 7 Total: 5566 = 2 x 11 x 11 x 23. 7.12.1.4.2.2.3.1.2.1.2 Even positioned groups of 5 from 7.12.1.10.1.1.4: 5 9 100 60 9 60 9 90 20 5 4 600 200 90 60 5 5 40 100 1 40 7 8 7 1 7 40 100 9 100 90 10 1 9 60 5 9 10 1 9 10 80 1 100 7 200 90 60 200 10 10 1 5 5 40 60 40 30 9 60 100 60 9 90 60 5 100 60 200 40 1 90 1 30 7 1 9 600 40 40 2 1 60 9 90 40 1 200 100 600 9 20 1 5 40 40 5 9 80 1 90 40 100 5 40 90 100 40 100 60 Total: 6534 = 2 x 3 x 3 x 3 x 11 x 11. 7.12.1.4.2.2.3.1.2.2 Odd positioned groups of 10 from 7.12.1.1.2.2.1.1: 100 600 5 1 600 60 9 90 1 1 9 1 1 80 1 7 1 400 40 1 5 600 9 60 5 5 9 1 7 7 5 100 9 200 60 20 60 60 5 1 40 200 1 100 200 1 20 90 60 10 9 100 40 9 8 9 9 90 60 5 4 100 5 20 50 200 80 8 60 60 Total: 4884 = 2 x 2 x 3 x 11 x 37. 7.12.1.4.2.2.3.1.2.2.1 Even positioned groups of 10 from 7.12.1.1.2.2.1.1: 200 200 10 9 5 600 80 90 60 70 60 100 100 70 200 10 60 100 9 1 60 600 9 70 10 70 10 100 70 20 60 5 60 7 1 7 200 60 90 5 80 40 200 9 90 200 60 200 80 200 100 5 1 60 80 40 200 200 20 90 60 90 70 80 4 7 30 5 9 5 Total: 5863 = 11 x 13 x 41. SF: 65 = 5 x 13. 7.12.1.4.2.2.3.1.2.2.2 Odd positioned groups of 7 from 7.12.1.1.2.2.1.2: 7 400 20 3 200 5 3 9 1 4 10 5 10 9 100 80 7 70 9 5 4 1 9 100 90 9 5 1 40 1 5 1 80 1 5 Total: 1309 = 7 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.4.2.2.3.2 Even positioned groups of 7 from 7.12.1.1.2.2.1.2: 5 5 5 1 100 1 90 60 9 100 60 4 3 40 100 40 1 100 90 10 40 600 5 40 9 1 40 7 1 100 90 40 1 1 5 Total: 1804 = 2 x 2 x 11 x 41. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.4.2.2.3.3 Last half of 51 from 7.12.1.2.1.2.1.3: 100 60 70 200 1 40 10 1 9 200 100 60 40 40 10 90 100 8 60 40 100 100 60 40 5 10 1 9 100 9 1 60 40 60 60 40 5 9 200 80 200 90 1 20 5 9 100 5 30 60 200 Total: 2948 = 2 x 2 x 11 x 67. 7.12.1.4.2.2.3.3.1 First half of 51 from 7.12.1.2.1.2.1.3: 200 100 60 200 5 10 7 10 40 60 300 8 200 100 60 200 5 100 100 60 40 60 90 60 40 1 100 1 4 5 100 60 40 10 5 70 5 9 9 60 200 40 60 400 20 60 200 70 100 60 200 Total: 4004 = 2 x 2 x 7 x 11 x 13. SF: 35 = 5 x 7. 7.12.1.4.2.2.3.3.2 Odd positioned groups of 3 from 7.12.1.2.1.2.1.4: 600 10 1 4 600 90 1 100 60 600 40 20 200 4 1 9 4 9 9 100 60 70 5 3 60 100 60 80 1 40 9 600 40 1 9 5 5 40 60 40 600 100 10 1 90 100 60 200 9 1 200 9 5 90 Total: 5225 = 5 x 5 x 11 x 19. 7.12.1.4.2.2.3.4 Even positioned groups of 3 from 7.12.1.2.1.2.1.4: 10 60 1 1 200 100 20 5 3 5 1 200 6 5 9 1 300 200 20 5 3 60 30 5 200 60 200 5 70 1 10 1 1 100 60 40 40 3 60 7 40 1 60 9 10 70 5 40 8 1 40 100 9 40 Total: 2541 = 3 x 7 x 11 x 11. 7.12.1.4.2.2.4 Odd positioned groups of 18 from 7.12.1.2.1.2.1.4: 600 10 1 10 60 1 4 600 90 1 200 100 1 100 60 20 5 3 9 100 60 20 5 3 70 5 3 60 30 5 60 100 60 200 60 200 5 40 60 40 3 60 40 600 100 7 40 1 10 1 90 60 9 10 Total: 4092 = 2 x 2 x 3 x 11 x 31. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.2.5 Even positioned groups of 18 from 7.12.1.2.1.2.1.4: 600 40 20 5 1 200 200 4 1 6 5 9 9 4 9 1 300 200 80 1 40 5 70 1 9 600 40 10 1 1 1 9 5 100 60 40 100 60 200 70 5 40 9 1 200 8 1 40 9 5 90 100 9 40 Total: 3674 = 2 x 11 x 167. 7.12.1.4.2.2.5.1 Odd positioned groups of 36 from 7.12.1.2.1.2.1.4: 600 10 1 10 60 1 4 600 90 1 200 100 1 100 60 20 5 3 600 40 20 5 1 200 200 4 1 6 5 9 9 4 9 1 300 200 5 40 60 40 3 60 40 600 100 7 40 1 10 1 90 60 9 10 100 60 200 70 5 40 9 1 200 8 1 40 9 5 90 100 9 40 Total: 5643 = 3 x 3 x 3 x 11 x 19. SF: 39 = 3 x 13. 7.12.1.4.2.2.5.2 Even positioned groups of 36 from 7.12.1.2.1.2.1.4: 9 100 60 20 5 3 70 5 3 60 30 5 60 100 60 200 60 200 80 1 40 5 70 1 9 600 40 10 1 1 1 9 5 100 60 40 Total: 2123 = 11 x 193. 7.12.1.4.2.2.5.2.1 Odd positioned groups of 25 from 7.12.1.2.1.2.1.6: 5 10 4 600 90 1 200 100 7 10 200 100 60 200 5 100 600 40 20 5 1 6 5 9 40 40 5 70 1 200 1 40 10 1 9 40 10 1 9 5 100 60 40 90 100 100 60 40 5 10 Total: 3465 = 3 x 3 x 5 x 7 x 11. 7.12.1.4.2.2.5.2.2 Even positioned groups of 25 from 7.12.1.2.1.2.1.6: 1 100 1 4 5 5 70 9 100 60 20 5 3 5 9 60 400 20 60 200 70 60 100 60 200 1 40 600 100 7 90 60 9 10 60 60 40 5 9 200 20 5 9 1 200 8 1 40 9 100 Total: 3311 = 7 x 11 x 43. 7.12.1.4.2.2.5.3 Odd positioned groups of 2 from 7.12.1.2.1.2.3.1: 600 10 60 5 600 90 5 3 200 100 100 60 3 20 60 40 60 200 200 100 1 9 5 60 200 4 1 4 40 7 9 4 300 5 100 60 40 3 40 200 100 60 10 40 100 9 1 9 60 40 60 40 200 600 20 5 200 70 5 9 90 5 40 8 9 100 100 9 1 90 Total: 5698 = 2 x 7 x 11 x 37. 7.12.1.4.2.2.5.4 Even positioned groups of 2 from 7.12.1.2.1.2.3.1: 1 10 10 4 1 40 40 1 7 10 20 5 9 8 200 100 5 1 60 40 70 80 90 60 1 100 5 200 3 30 9 1 70 9 40 60 60 5 70 60 40 5 1 9 40 10 5 1 10 1 5 9 40 5 100 60 5 20 1 200 3 5 1 40 5 90 40 90 100 5 Total: 2541 = 3 x 7 x 11 x 11. 7.12.1.4.2.2.5.4.1 Odd positioned groups of 14 from 7.12.1.2.1.2.3.1: 40 1 200 100 7 10 100 60 20 5 3 20 9 8 70 80 5 60 90 60 200 4 1 100 1 4 5 200 40 60 40 3 60 5 40 200 70 60 100 60 40 5 10 1 60 40 5 9 200 600 40 5 20 5 100 60 1 40 9 100 5 90 100 9 40 90 1 90 100 5 Total: 4081 = 7 x 11 x 53. 7.12.1.4.2.2.5.4.2 Even positioned groups of 14 from 7.12.1.2.1.2.3.1: 600 10 1 10 60 5 10 4 600 90 1 40 5 3 60 40 200 100 60 200 5 1 200 100 60 40 1 9 40 7 3 30 9 4 9 1 300 5 70 9 100 60 10 40 1 9 100 9 40 10 1 9 5 1 60 40 200 70 5 20 5 9 1 200 90 5 3 5 40 8 Total: 4158 = 2 x 3 x 3 x 3 x 7 x 11. 7.12.1.4.2.2.5.4.3 Odd positioned groups of 1 from 7.12.1.2.1.2.3.3: 40 40 60 7 60 5 200 60 80 90 100 40 10 40 100 40 9 9 4 60 40 1 5 70 80 1 40 1 60 10 60 5 200 30 1 600 5 5 1 100 100 200 5 80 90 20 9 200 1 60 90 3 40 40 600 8 40 100 30 200 5 100 40 40 1 90 90 5 10 20 Total: 4686 = 2 x 3 x 11 x 71. 7.12.1.4.2.2.5.4.3.1 Even positioned groups of 1 from 7.12.1.2.1.2.3.3: 60 3 20 80 40 40 70 5 9 1 60 5 1 600 7 1 100 600 200 20 10 9 5 1 1 60 10 90 9 60 40 9 1 30 100 40 20 5 200 60 60 70 40 200 1 5 1 600 70 4 5 5 7 5 90 1 9 5 60 9 90 9 600 10 9 1 100 90 1 1 Total: 4840 = 2 x 2 x 2 x 5 x 11 x 11. 7.12.1.4.2.2.5.4.3.2 Odd positioned groups of 14 from 7.12.1.2.1.2.3.3: 60 5 80 9 90 1 100 60 40 5 10 1 40 600 1 9 5 5 70 1 80 1 1 60 40 10 1 90 600 40 5 20 5 5 1 200 100 60 100 60 200 70 60 4 90 5 3 5 40 7 40 5 600 90 8 1 40 10 1 9 90 1 90 100 5 90 10 1 20 1 Total: 4367 = 11 x 397. 7.12.1.4.2.2.5.4.3.2.1 Even positioned groups of 14 from 7.12.1.2.1.2.3.3: 40 60 40 3 60 20 7 80 60 40 5 40 200 70 100 7 40 1 9 100 9 600 4 200 60 20 40 10 60 9 10 60 60 40 5 9 200 1 30 30 1 100 5 40 80 200 90 1 20 5 9 1 200 600 1 70 40 9 100 5 30 60 200 9 5 90 100 9 40 600 Total: 5159 = 7 x 11 x 67. 7.12.1.4.2.2.5.4.3.2.2 Last half of 70 from 7.12.1.2.1.2.3.3: 600 40 5 20 5 5 1 200 100 60 100 60 200 70 5 40 80 200 90 1 20 5 9 1 200 600 1 70 60 4 90 5 3 5 40 7 40 5 600 90 8 1 40 9 100 5 30 60 200 9 5 90 100 9 40 600 40 10 1 9 90 1 90 100 5 90 10 1 20 1 Total: 5511 = 3 x 11 x 167. 7.12.1.4.2.2.5.4.3.2.3 First half of 70 from 7.12.1.2.1.2.3.3: 40 60 40 3 60 20 7 80 60 40 5 40 200 70 60 5 80 9 90 1 100 60 40 5 10 1 40 600 100 7 40 1 9 100 9 600 4 200 60 20 40 10 1 9 5 5 70 1 80 1 1 60 40 10 1 90 60 9 10 60 60 40 5 9 200 1 30 30 1 100 Total: 4015 = 5 x 11 x 73. 7.12.1.4.2.2.5.4.3.2.4 Odd positioned groups of 7 from 7.12.1.2.1.2.3.4: 100 60 200 5 10 4 600 40 5 3 40 90 20 9 40 60 300 8 1 100 60 90 20 9 8 60 40 90 200 5 100 600 40 20 5 60 40 200 1 9 70 80 90 60 200 4 1 6 5 60 40 20 5 3 200 40 100 9 4 9 1 300 200 100 60 1 1 9 100 7 Total: 5137 = 11 x 467. 7.12.1.4.2.2.5.4.4 Even positioned groups of 7 from 7.12.1.2.1.2.3.4: 600 10 1 10 60 1 200 90 200 100 60 9 90 1 8 60 1 200 100 7 10 20 5 3 1 200 100 7 5 100 1 9 200 100 60 1 200 100 60 40 200 100 5 5 10 80 9 40 60 9 40 1 100 1 4 5 7 3 30 5 40 1 200 100 60 40 10 5 70 9 Total: 4279 = 11 x 389. 7.12.1.4.2.2.5.4.4.1 Last half of 56 from 7.12.1.2.3.1.2.2: 90 70 5 80 9 5 1 200 20 7 40 1 1 9 40 9 7 2 1 90 9 20 40 9 60 200 4 60 100 40 80 200 90 1 40 1 200 100 60 20 5 9 40 7 30 20 5 3 600 40 9 20 1 30 1 8 Total: 2849 = 7 x 11 x 37. 7.12.1.4.2.2.5.4.4.2 First half of 56 from 7.12.1.2.3.1.2.2: 9 10 200 40 100 5 90 5 3 5 40 7 10 5 9 8 400 9 5 1 9 70 80 5 80 600 40 60 70 90 9 40 1 70 5 9 90 4 5 600 40 5 10 1 9 5 5 10 40 1 7 100 5 1 70 5 Total: 3212 = 2 x 2 x 11 x 73. 7.12.1.4.2.2.5.4.4.2.1 Odd positioned groups of 6 from 7.12.1.2.3.1.4.2: 200 10 7 90 5 100 9 40 5 30 60 40 1 70 200 60 1 70 5 100 1 200 100 60 40 1 40 10 1 9 30 200 100 60 40 7 60 40 10 1 9 90 100 7 40 5 600 80 9 20 1 30 1 8 Total: 3113 = 11 x 283. SF: 294 = 2 x 3 x 7 x 7. 7.12.1.4.2.2.5.4.4.2.2 Even positioned groups of 6 from 7.12.1.2.3.1.4.2: 20 9 1 90 70 1 60 200 90 10 1 1 40 5 9 600 8 5 60 40 2 1 80 20 90 200 40 40 5 70 600 70 60 40 1 9 40 9 7 2 1 90 70 9 100 40 80 200 60 9 300 600 40 7 Total: 4312 = 2 x 2 x 2 x 7 x 7 x 11. 7.12.1.4.2.2.5.4.4.3 Odd positioned groups of 18 from 7.12.1.2.3.1.4.2: 20 9 1 90 70 1 200 10 7 90 5 100 60 200 90 10 1 1 60 40 2 1 80 20 5 100 1 200 100 60 90 200 40 40 5 70 40 9 7 2 1 90 60 40 10 1 9 90 70 9 100 40 80 200 Total: 2937 = 3 x 11 x 89. 7.12.1.4.2.2.5.4.4.4 Even positioned groups of 18 from 7.12.1.2.3.1.4.2: 9 40 5 30 60 40 40 5 9 600 8 5 1 70 200 60 1 70 40 1 40 10 1 9 600 70 60 40 1 9 30 200 100 60 40 7 100 7 40 5 600 80 60 9 300 600 40 7 9 20 1 30 1 8 Total: 4488 = 2 x 2 x 2 x 3 x 11 x 17. 7.12.1.4.2.2.6 Last half of 60 from 7.12.1.2.3.1.4.3: 600 70 60 40 1 9 60 40 100 9 90 9 30 200 100 60 40 7 200 90 1 40 9 100 40 9 7 2 1 90 100 7 40 5 600 80 1 40 1 90 5 40 60 9 300 600 40 7 30 20 5 3 600 40 9 20 1 30 1 8 Total: 4906 = 2 x 11 x 223. 7.12.1.4.2.2.6.1 First half of 60 from 7.12.1.2.3.1.4.3: 20 9 1 90 70 1 9 60 200 5 3 1 200 10 7 90 5 100 1 9 70 60 9 60 60 200 90 10 1 1 1 70 200 60 1 70 60 30 9 40 60 9 60 40 2 1 80 20 60 4 600 40 5 300 5 100 1 200 100 60 Total: 3740 = 2 x 2 x 5 x 11 x 17. 7.12.1.4.2.2.6.2 Odd positioned groups of 30 from 7.12.1.2.3.1.4.4: 600 90 100 1 6 5 9 40 5 30 60 40 1 1 100 1 4 5 40 5 9 600 8 5 30 600 40 1 9 40 9 5 200 600 40 200 60 40 10 1 9 90 9 40 7 90 60 9 70 9 100 40 80 200 90 1 40 1 200 100 Total: 4895 = 5 x 11 x 89. SF: 105 = 3 x 5 x 7. 7.12.1.4.2.2.7 Even positioned groups of 30 from 7.12.1.2.3.1.4.4: 60 70 80 1 60 40 90 200 40 40 5 70 1 200 7 40 100 7 40 1 40 10 1 9 1 40 100 5 90 70 Total: 1518 = 2 x 3 x 11 x 23. SF: 39 = 3 x 13. 7.12.1.4.2.2.8 Odd positioned groups of 1 from 7.12.1.2.3.2.2.1: 7 60 4 9 1 200 20 200 90 1 1 60 60 20 60 60 90 40 3 40 90 3 600 5 5 60 60 5 40 40 1 200 100 60 3 60 60 80 300 40 200 100 200 90 5 60 5 Total: 3498 = 2 x 3 x 11 x 53. 7.12.1.4.2.2.9 Even positioned groups of 1 from 7.12.1.2.3.2.2.1: 1 7 5 9 5 9 60 60 80 80 7 100 200 100 40 5 20 90 9 1 100 1 1 600 60 7 50 1 1 30 1 90 60 20 1 3 30 5 60 90 3 600 7 100 6 80 9 Total: 2904 = 2 x 2 x 2 x 3 x 11 x 11. 7.12.1.4.2.3 Odd positioned groups of 2 from 7.12.1.2.3.2.2.2: 10 200 100 3 90 8 5 70 60 100 60 8 40 90 40 100 60 9 60 90 90 600 1 200 30 20 100 1 400 9 10 70 60 40 60 9 200 5 7 40 100 60 60 90 9 600 3 70 Total: 4147 = 11 x 13 x 29. 7.12.1.4.2.3.1 Even positioned groups of 2 from 7.12.1.2.3.2.2.2: 300 30 1 1 5 40 10 60 9 9 40 60 1 7 200 3 70 60 90 200 5 80 60 100 40 90 4 40 1 1 100 100 70 40 200 40 1 40 90 10 1 1 100 5 4 1 Total: 2420 = 2 x 2 x 5 x 11 x 11. 7.12.1.4.2.3.1.1 Odd positioned groups of 7 from 7.12.1.2.3.3.2.2: 1 9 90 200 7 9 1 10 90 100 90 1 200 7 20 10 10 80 200 1 60 5 600 1 90 7 5 60 90 40 70 90 30 100 40 9 200 5 40 7 1 9 5 1 1 30 60 10 40 40 200 1 1 70 3 80 600 1 90 1 40 600 40 Total: 4609 = 11 x 419. 7.12.1.4.2.3.1.1.1 Even positioned groups of 7 from 7.12.1.2.3.3.2.2: 90 9 60 9 200 100 90 30 40 100 80 9 300 1 8 9 1 200 10 9 100 60 4 1 5 60 1 100 40 60 90 9 60 2 40 40 100 200 60 60 20 60 5 100 100 5 90 10 10 100 5 60 60 10 9 9 1 60 20 100 90 5 4 5 80 40 40 30 5 600 Total: 4180 = 2 x 2 x 5 x 11 x 19. SF: 39 = 3 x 13. 7.12.1.4.2.3.1.1.1.1 Odd positioned groups of 2 from 7.12.1.2.3.3.2.5: 3 90 8 60 10 200 5 90 20 9 70 200 10 9 7 30 4 100 1 9 100 200 9 60 200 4 600 5 40 1 8 5 40 1 30 7 20 60 40 60 60 200 3 40 2 1 100 5 40 100 9 90 40 10 70 1 60 30 7 100 1 5 90 600 90 90 7 40 90 40 600 80 1 40 20 5 Total: 5192 = 2 x 2 x 2 x 11 x 59. 7.12.1.4.2.3.1.1.1.2 Even positioned groups of 2 from 7.12.1.2.3.3.2.5: 20 9 5 9 40 100 300 1 1 90 100 7 8 1 600 40 60 80 60 80 10 1 90 60 30 1 30 60 1 100 30 600 9 90 8 5 60 40 100 9 3 5 9 7 90 9 90 100 1 5 5 10 30 5 80 1 9 20 5 90 9 4 80 1 5 1 5 600 40 5 1 40 7 30 3 600 Total: 4950 = 2 x 3 x 3 x 5 x 5 x 11. 7.12.1.4.2.3.1.1.1.3 Odd positioned groups of 19 from 7.12.1.2.3.4.2.1: 60 40 9 90 200 3 30 9 100 40 9 1 100 90 100 100 60 600 5 20 40 1 60 5 50 40 5 200 1 100 40 1 1 5 40 200 30 100 Total: 2585 = 5 x 11 x 47. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.4.2.3.1.1.1.3.1 Even positioned groups of 19 from 7.12.1.2.3.4.2.1: 3 20 1 5 600 90 1 60 5 9 600 1 5 60 60 1 60 40 7 Total: 1628 = 2 x 2 x 11 x 37. SF: 52 = 2 x 2 x 13. 7.12.1.4.2.3.1.1.1.3.1.1 Odd positioned groups of 1 from 7.12.1.2.3.4.2.3: 60 40 9 90 200 3 30 9 100 40 5 20 80 4 1 100 200 100 60 20 40 1 60 5 50 40 5 200 1 Total: 1573 = 11 x 11 x 13. SF: 35 = 5 x 7. 7.12.1.4.2.3.1.1.1.3.1.2 Even positioned groups of 1 from 7.12.1.2.3.4.2.3: 200 70 7 60 5 60 5 90 60 3 20 1 5 600 90 1 60 5 9 7 1 9 100 9 1 1 4 90 Total: 1573 = 11 x 11 x 13. SF: 35 = 5 x 7. 7.12.1.4.2.3.1.1.1.3.2 Odd positioned groups of 19 from 7.12.1.2.3.4.2.3: 60 200 40 70 9 7 90 60 200 5 3 60 30 5 9 90 100 60 40 20 7 40 1 1 9 60 100 5 9 50 1 40 1 5 4 200 90 1 Total: 1782 = 2 x 3 x 3 x 3 x 3 x 11. 7.12.1.4.2.3.1.1.1.4 Even positioned groups of 19 from 7.12.1.2.3.4.2.3: 3 5 20 20 1 80 5 4 600 1 90 100 1 200 60 100 5 60 9 Total: 1364 = 2 x 2 x 11 x 31. 7.12.1.4.2.3.1.1.1.4.1 Odd positioned groups of 1 from 7.12.1.2.4.1.1.2: 200 30 5 5 600 60 10 20 60 1 1 600 4 3 8 1 1 60 9 70 100 600 60 9 70 60 3 9 10 1 10 8 200 60 200 5 100 3 600 200 60 10 90 70 60 90 60 60 60 60 200 70 40 9 5 5 Total: 5005 = 5 x 7 x 11 x 13. 7.12.1.4.2.3.1.1.1.4.2 Even positioned groups of 1 from 7.12.1.2.4.1.1.2: 200 5 5 5 1 200 600 60 600 100 200 20 40 100 5 1 1 90 1 80 70 20 90 300 70 200 80 100 10 70 40 10 1 5 40 90 20 1 10 1 10 9 200 5 80 40 7 7 7 80 60 100 20 1 5 7 Total: 4180 = 2 x 2 x 5 x 11 x 19. SF: 39 = 3 x 13. 7.12.1.4.2.3.1.1.2 Odd positioned groups of 2 from 7.12.1.2.4.1.1.3: 100 400 1 70 5 50 8 10 300 100 60 5 9 60 5 90 5 1 3 1 100 40 200 1 60 40 10 9 100 40 70 5 40 200 90 40 2 20 60 7 40 70 60 80 1 9 70 100 40 20 9 1 80 60 5 7 20 90 Total: 3179 = 11 x 17 x 17. 7.12.1.4.2.3.1.2 Even positioned groups of 2 from 7.12.1.2.4.1.1.3: 10 10 5 90 10 40 7 10 200 1 9 1 200 40 5 1 100 20 80 5 600 10 100 200 60 10 40 9 90 200 80 90 60 80 1 9 60 7 600 600 60 7 90 9 200 60 40 30 40 20 9 100 5 5 40 100 Total: 4565 = 5 x 11 x 83. 7.12.1.4.2.3.2 Odd positioned groups of 2 from 7.12.1.2.4.1.3.1: 30 70 60 9 600 90 20 20 60 9 1 9 3 40 40 90 1 9 70 1 200 5 60 40 60 300 9 5 10 60 8 7 300 200 200 1 3 400 100 600 60 40 70 9 40 1 60 20 60 5 1 100 40 10 5 8 20 7 Total: 4356 = 2 x 2 x 3 x 3 x 11 x 11. 7.12.1.4.2.3.2.1 Even positioned groups of 2 from 7.12.1.2.4.1.3.1: 9 70 10 1 60 1 90 60 200 9 600 40 9 90 90 5 60 5 2 200 60 1 9 5 60 40 100 600 1 9 7 90 9 3 5 90 80 5 60 40 10 1 80 600 2 1 60 40 90 1 40 30 9 10 40 600 Total: 4499 = 11 x 409. SF: 420 = 2 x 2 x 3 x 5 x 7. 7.12.1.4.2.3.2.1.1 Odd positioned groups of 3 from 7.12.1.2.4.1.3.1: 70 60 9 90 60 1 60 60 9 9 600 40 90 40 90 9 60 5 200 200 5 40 9 5 40 9 5 60 1 9 90 300 200 1 5 90 5 100 600 40 10 1 600 40 1 20 60 40 1 1 100 10 9 10 600 20 7 Total: 4906 = 2 x 11 x 223. 7.12.1.4.2.3.2.1.2 Even positioned groups of 3 from 7.12.1.2.4.1.3.1: 30 70 9 10 1 600 20 20 90 200 9 1 3 40 9 90 5 1 70 1 2 60 1 60 60 300 60 100 600 10 8 7 7 9 3 200 3 400 80 60 40 60 70 9 80 2 1 60 60 5 90 40 30 40 5 8 40 Total: 3949 = 11 x 359. 7.12.1.4.2.3.2.1.3 Odd positioned groups of 19 from 7.12.1.2.4.1.3.3: 60 100 60 7 200 80 30 70 9 70 60 9 5 90 5 9 60 200 10 1 200 1 80 200 9 1 9 600 40 100 60 200 90 4 1 3 40 9 10 60 40 9 1 9 3 200 1 5 90 5 40 5 70 100 600 3 400 Total: 4433 = 11 x 13 x 31. 7.12.1.4.2.3.2.1.4 Even positioned groups of 19 from 7.12.1.2.4.1.3.3: 1 600 90 60 1 60 200 1 30 10 4 20 20 90 60 60 9 60 4 100 600 10 60 1 9 5 90 5 300 10 1 8 7 7 90 300 200 200 80 5 100 600 600 40 200 90 100 1 60 40 60 40 10 1 40 5 100 Total: 5555 = 5 x 11 x 101. SF: 117 = 3 x 3 x 13. 7.12.1.4.2.3.2.1.5 Odd positioned groups of 3 from 7.12.1.2.4.1.4.2: 200 100 60 600 90 60 1 70 600 40 5 100 7 9 1 60 5 9 100 60 90 200 100 5 80 5 100 30 5 50 40 40 100 40 1 9 9 60 200 90 1 200 40 30 9 7 80 60 1 1 8 40 5 70 7 90 1 Total: 4081 = 7 x 11 x 53. 7.12.1.4.2.3.2.1.6 Even positioned groups of 3 from 7.12.1.2.4.1.4.2: 60 1 70 40 70 5 9 9 90 40 40 200 1 40 90 1 10 90 1 80 90 5 70 80 1 40 100 60 1 80 1 200 60 90 8 1 20 5 1 7 5 9 100 80 9 1 20 20 20 60 20 100 7 60 7 1 100 Total: 2486 = 2 x 11 x 113. SF: 126 = 2 x 3 x 3 x 7. 7.12.1.4.2.3.2.1.6.1 Odd positioned groups of 38 from 7.12.1.2.4.1.5.1: 60 100 1 40 200 80 200 1 9 70 60 9 5 90 5 10 60 200 90 600 600 90 1 70 60 200 60 40 10 4 600 90 90 60 9 90 60 4 80 5 5 200 600 40 10 1 100 1 200 100 60 40 10 40 40 5 9 90 90 60 200 7 80 600 90 1 60 40 80 9 1 100 9 1 60 20 Total: 7172 = 2 x 2 x 11 x 163. 7.12.1.4.2.3.2.1.6.2 Even positioned groups of 38 from 7.12.1.2.4.1.5.1: 9 90 1 9 2 200 100 60 100 9 70 100 9 6 7 100 60 40 90 1 1 40 100 60 70 90 70 80 60 40 5 1 3 60 80 5 40 200 Total: 2068 = 2 x 2 x 11 x 47. 7.12.1.4.2.3.2.1.7 Odd positioned groups of 19 from 7.12.1.2.4.1.5.2: 600 40 1 80 70 60 1 9 200 100 100 60 9 90 4 1 40 5 9 1 80 10 60 10 10 5 90 90 100 10 1 40 5 7 90 10 5 200 7 80 600 8 600 5 60 300 7 100 90 1 9 30 200 100 60 9 40 Total: 4609 = 11 x 419. 7.12.1.4.2.3.2.1.7.1 Even positioned groups of 19 from 7.12.1.2.4.1.5.2: 90 60 40 8 90 5 100 70 5 90 7 1 9 1 10 9 1 5 9 10 1 30 9 1 1 200 200 1 40 100 5 40 1 40 100 600 20 5 90 30 60 40 10 20 1 9 5 100 7 5 10 5 70 40 600 100 7 Total: 3223 = 11 x 293. 7.12.1.4.2.3.2.1.7.2 Odd positioned groups of 19 from 7.12.1.2.4.1.8.1: 10 600 1 60 200 60 60 1 70 10 600 20 60 90 9 60 1 60 600 300 1 100 60 90 70 70 60 200 60 5 9 40 3 80 9 100 40 1 40 90 200 70 5 80 90 40 200 60 80 90 40 1 9 2 20 60 7 Total: 5054 = 2 x 7 x 19 x 19. 7.12.1.4.2.3.2.1.7.2.1 Even positioned groups of 19 from 7.12.1.2.4.1.8.1: 60 40 200 8 5 1 1 70 90 90 9 1 1 60 90 9 5 90 1 1 60 5 9 1 9 60 200 40 5 90 5 1 5 1 100 20 3 1 30 40 20 40 20 9 1 9 100 80 60 5 5 5 7 40 100 20 90 Total: 2128 = 2 x 2 x 2 x 2 x 7 x 19. 7.12.1.4.2.3.2.1.7.2.2 Odd positioned groups of 19 from 7.12.1.2.4.1.8.2: 60 90 70 1 100 200 40 30 5 4 90 20 9 60 90 9 70 4 40 90 40 60 200 5 90 80 300 100 40 1 5 100 60 5 200 60 200 80 60 60 7 9 9 600 1 1 100 40 9 1 30 100 1 1 20 20 80 Total: 3857 = 7 x 19 x 29. 7.12.1.4.2.3.2.1.8 Even positioned groups of 19 from 7.12.1.2.4.1.8.2: 40 90 40 90 100 9 40 5 7 5 1 9 10 5 60 1 9 10 80 30 40 50 1 200 3 40 1 100 90 8 40 40 70 9 600 5 400 9 60 30 60 10 1 10 8 5 7 100 40 10 70 8 1 600 7 7 1 Total: 3382 = 2 x 19 x 89. 7.12.1.4.2.3.2.2 Odd positioned groups of 1 from 7.12.1.2.4.1.8.3: 10 600 1 60 200 60 60 1 70 10 600 20 60 90 9 60 1 60 600 300 1 100 60 90 70 70 60 200 60 5 9 40 3 80 9 100 40 1 40 90 200 70 5 80 90 40 200 60 80 90 40 1 9 2 20 60 7 Total: 5054 = 2 x 7 x 19 x 19. 7.12.1.4.2.3.2.3 Even positioned groups of 1 from 7.12.1.2.4.1.8.3: 60 90 70 1 100 200 40 30 5 4 90 20 9 60 90 9 70 4 40 90 40 60 200 5 90 80 300 100 40 1 5 100 60 5 200 60 200 80 60 60 7 9 9 600 1 1 100 40 9 1 30 100 1 1 20 20 80 Total: 3857 = 7 x 19 x 29. 7.12.1.4.2.3.2.3.1 Odd positioned groups of 1 from 7.12.1.2.4.1.8.4: 60 40 200 8 5 1 1 70 90 90 9 1 1 60 90 9 5 90 1 1 60 5 9 1 9 60 200 40 5 90 5 1 5 1 100 20 3 1 30 40 20 40 20 9 1 9 100 80 60 5 5 5 7 40 100 20 90 Total: 2128 = 2 x 2 x 2 x 2 x 7 x 19. 7.12.1.4.2.3.2.3.1.1 Even positioned groups of 1 from 7.12.1.2.4.1.8.4: 40 90 40 90 100 9 40 5 7 5 1 9 10 5 60 1 9 10 80 30 40 50 1 200 3 40 1 100 90 8 40 40 70 9 600 5 400 9 60 30 60 10 1 10 8 5 7 100 40 10 70 8 1 600 7 7 1 Total: 3382 = 2 x 19 x 89. 7.12.1.4.2.3.2.3.1.1.1 Odd positioned groups of 1 from 7.12.1.2.4.1.8.5: 10 600 1 60 200 60 60 1 70 10 600 20 60 90 9 60 1 60 600 60 40 200 8 5 1 1 70 90 90 30 40 50 1 200 3 40 1 100 90 8 40 40 70 9 600 5 400 9 60 60 7 9 9 600 1 1 100 Total: 5720 = 2 x 2 x 2 x 5 x 11 x 13. SF: 35 = 5 x 7. 7.12.1.4.2.3.2.3.1.1.2 Even positioned groups of 1 from 7.12.1.2.4.1.8.5: 60 90 70 1 100 200 40 30 5 4 90 20 9 60 90 9 70 4 40 40 90 40 90 100 9 40 5 7 1 60 5 9 1 9 60 200 40 5 90 5 1 5 1 100 20 3 1 40 90 200 70 5 80 90 40 200 60 Total: 2904 = 2 x 2 x 2 x 3 x 11 x 11. 7.12.1.4.2.3.2.3.1.2 Odd positioned groups of 1 from 7.12.1.2.4.2.2.2: 40 7 1 60 90 40 40 9 200 200 60 60 20 90 10 9 40 4 90 20 1 70 5 200 60 60 60 9 70 5 5 90 1 1 1 600 200 60 90 1 60 90 40 9 5 9 100 100 60 600 9 1 70 5 5 600 90 Total: 4532 = 2 x 2 x 11 x 103. 7.12.1.4.2.3.2.3.2 Even positioned groups of 1 from 7.12.1.2.4.2.2.2: 200 1 100 100 2 60 5 70 60 9 70 7 5 10 40 90 100 40 300 80 20 90 40 8 90 60 1 5 90 200 9 9 400 100 9 5 200 9 90 1 200 100 100 30 10 10 100 7 8 90 70 1 20 60 9 100 40 Total: 3740 = 2 x 2 x 5 x 11 x 17. 7.12.1.4.2.3.2.3.2.1 Odd positioned groups of 1 from 7.12.1.2.4.2.3.2: 40 1 3 200 40 200 60 5 600 30 200 100 40 40 4 1 4 100 200 5 100 90 80 40 20 3 60 4 1 60 9 90 20 3 9 600 90 5 1 9 1 1 100 80 200 60 40 1 8 5 5 3 9 600 600 1 20 9 60 100 600 5 1 90 1 100 5 10 6 40 5 5 30 400 600 600 Total: 7568 = 2 x 2 x 2 x 2 x 11 x 43. 7.12.1.4.2.3.2.3.2.1.1 Even positioned groups of 1 from 7.12.1.2.4.2.3.2: 2 80 30 40 1 100 8 20 200 1 40 60 400 7 9 300 200 60 4 5 60 1 60 7 5 60 600 9 10 40 9 90 5 90 4 40 60 40 90 90 100 2 200 60 90 100 5 40 5 5 5 10 40 40 40 10 100 7 200 5 40 9 9 70 90 5 90 1 5 60 20 3 5 5 90 40 Total: 4543 = 7 x 11 x 59. SF: 77 = 7 x 11. 7.12.1.4.2.3.2.3.2.1.2 Last half of 54 from 7.12.1.4.2.2.1.1: 5 2 20 9 20 5 100 5 90 60 9 600 30 1 100 10 1 9 10 1 9 8 600 40 200 100 60 100 7 90 40 1 100 5 80 9 3 10 1 20 5 3 100 9 7 200 100 60 1 90 90 40 1 200 Total: 3476 = 2 x 2 x 11 x 79. 7.12.1.4.2.3.2.3.2.2 First half of 54 from 7.12.1.4.2.2.1.1: 100 7 40 400 20 1 1 10 60 5 100 7 5 90 400 5 2 1 9 50 1 1 200 100 1 9 30 7 3 3 5 9 90 60 40 20 70 20 7 9 30 1 30 60 200 90 1 200 7 90 60 2 1 90 Total: 2860 = 2 x 2 x 5 x 11 x 13. 7.12.1.4.2.3.2.4 Odd positioned groups of 6 from 7.12.1.4.2.2.2.1: 10 10 9 90 1 40 40 1 200 60 40 100 100 60 70 5 3 60 5 1 200 100 60 200 1 90 300 3 60 40 5 600 40 70 80 5 40 5 9 600 80 1 100 5 20 60 40 60 600 90 600 100 60 40 Total: 5269 = 11 x 479. SF: 490 = 2 x 5 x 7 x 7. SF: 21 = 3 x 7. 7.12.1.4.2.3.2.4.1 Even positioned groups of 6 from 7.12.1.4.2.2.2.1: 90 70 5 30 200 4 1 9 80 90 9 20 1 100 9 1 80 5 80 600 8 100 9 1 200 90 60 9 20 5 60 10 1 90 4 5 70 9 90 200 40 1 7 90 70 4 5 100 20 9 1 40 60 9 Total: 2981 = 11 x 271. 7.12.1.4.2.3.2.4.1.1 Odd positioned groups of 36 from 7.12.1.4.2.2.2.1: 90 70 5 30 200 4 10 10 9 90 1 40 1 9 80 90 9 20 40 1 200 60 40 100 1 100 9 1 80 5 100 60 70 5 3 60 70 9 90 200 40 1 40 5 9 600 80 1 7 90 70 4 5 100 100 5 20 60 40 60 20 9 1 40 60 9 600 90 600 100 60 40 Total: 5038 = 2 x 11 x 229. 7.12.1.4.2.3.2.4.1.1.1 Even positioned groups of 36 from 7.12.1.4.2.2.2.1: 80 600 8 100 9 1 5 1 200 100 60 200 200 90 60 9 20 5 1 90 300 3 60 40 60 10 1 90 4 5 5 600 40 70 80 5 Total: 3212 = 2 x 2 x 11 x 73. 7.12.1.4.2.3.2.4.1.1.2 Odd positioned groups of 4 from 7.12.1.4.2.2.3.1: 9 40 60 9 9 30 600 40 80 9 90 1 60 40 7 3 8 5 40 7 5 5 9 70 100 60 200 4 70 5 1 10 1 40 1 200 70 20 7 80 90 60 5 2 100 5 600 40 40 1 100 7 9 1 1 90 Total: 3256 = 2 x 2 x 2 x 11 x 37. 7.12.1.4.2.3.2.4.1.1.2.1 Even positioned groups of 4 from 7.12.1.4.2.2.3.1: 90 20 1 30 4 9 1 100 90 70 80 60 5 30 40 60 1 200 100 60 90 600 90 5 9 10 1 80 60 10 10 9 1 9 30 1 600 8 30 60 20 1 90 300 10 1 9 70 90 70 3 10 90 600 90 600 Total: 4818 = 2 x 3 x 11 x 73. 7.12.1.4.2.3.2.4.1.1.2.2 Odd positioned groups of 2 from 7.12.1.4.2.2.3.3: 9 40 90 20 70 5 5 4 9 30 4 9 8 5 60 40 80 100 1 8 7 1 60 7 30 600 4 5 40 90 1 10 10 9 400 1 9 50 1 200 30 5 1 90 5 90 1 30 5 600 1 9 90 200 Total: 3289 = 11 x 13 x 23. 7.12.1.4.2.3.2.4.1.1.3 Even positioned groups of 2 from 7.12.1.4.2.2.3.3: 60 9 1 30 20 600 60 10 600 40 1 100 60 40 2 1 9 40 5 40 200 100 3 5 40 9 100 7 70 5 60 10 5 90 9 80 1 40 1 9 2 20 300 100 60 10 1 100 40 10 70 9 100 60 Total: 3454 = 2 x 11 x 157. 7.12.1.4.2.3.2.4.1.1.4 Odd positioned groups of 3 from 7.12.1.4.2.2.5.2: 40 9 20 90 200 40 5 200 1 100 90 70 40 3 30 100 90 1 3 30 40 60 5 40 60 4 10 40 90 30 90 1 80 60 100 1 20 80 8 100 200 9 5 60 1 70 5 200 1 7 70 60 60 40 Total: 2869 = 19 x 151. 7.12.1.4.2.3.2.4.1.2 Even positioned groups of 3 from 7.12.1.4.2.2.5.2: 1 600 60 9 40 9 9 1 60 100 40 80 40 80 20 100 7 200 200 70 100 5 9 1 40 10 40 4 10 10 2 200 200 5 9 100 30 200 1 5 2 1 9 40 1 1 100 40 80 20 5 9 90 600 Total: 3705 = 3 x 5 x 13 x 19. 7.12.1.4.2.3.2.4.1.2.1 Odd positioned groups of 3 from 7.12.1.4.2.2.5.4: 9 40 60 10 1 20 200 90 60 60 9 600 8 5 60 20 9 90 9 100 1 60 100 600 60 40 7 60 40 1 1 100 60 200 100 40 7 3 5 600 200 9 600 60 4 20 5 5 100 60 200 5 40 600 Total: 5453 = 7 x 19 x 41. 7.12.1.4.2.3.2.4.1.2.2 Even positioned groups of 3 from 7.12.1.4.2.2.5.4: 9 90 20 600 90 60 200 1 40 40 4 9 200 10 1 1 9 60 90 200 70 40 1 80 3 5 30 80 9 20 90 5 1 7 1 200 30 600 40 70 7 100 5 60 40 9 80 1 4 9 10 10 5 40 Total: 3496 = 2 x 2 x 2 x 19 x 23. 7.12.1.4.2.3.2.4.1.2.2.1 Odd positioned groups of 4 from 7.12.1.4.2.2.5.4: 9 40 60 9 20 600 90 60 1 40 60 9 8 5 60 200 90 1 9 60 200 70 60 100 60 40 7 3 1 80 9 20 5 1 200 100 7 3 5 30 9 70 7 100 60 40 20 5 100 60 200 4 600 10 5 40 Total: 3762 = 2 x 3 x 3 x 11 x 19. 7.12.1.4.2.3.2.4.1.2.2.2 Even positioned groups of 4 from 7.12.1.4.2.2.5.4: 90 20 10 1 200 90 60 200 600 40 4 9 10 1 20 9 9 100 1 90 600 40 1 80 5 30 60 40 1 100 60 90 40 7 1 200 600 40 600 200 600 60 4 5 5 9 80 1 9 10 5 40 Total: 5187 = 3 x 7 x 13 x 19. SF: 42 = 2 x 3 x 7. 7.12.1.4.2.3.2.4.1.2.2.2.1 Odd positioned groups of 36 from 7.12.1.4.2.2.11.2: 60 9 10 1 60 40 70 5 90 60 60 200 60 10 1 90 60 9 4 9 5 9 60 200 60 200 40 60 1 80 1 100 100 9 8 5 1 40 1 200 40 100 30 1 5 2 90 300 5 3 100 5 10 1 600 90 30 1 600 40 9 70 10 1 9 90 40 200 200 100 5 9 Total: 4884 = 2 x 2 x 3 x 11 x 37. 7.12.1.4.2.3.2.4.1.2.2.2.2 Even positioned groups of 36 from 7.12.1.4.2.2.11.2: 5 1 40 7 100 60 5 3 7 3 600 40 30 9 9 4 9 70 40 90 400 20 200 4 60 10 5 100 1 40 400 1 5 2 9 20 Total: 2409 = 3 x 11 x 73. 7.12.1.4.2.3.2.4.2 Odd positioned groups of 2 from 7.12.1.4.2.2.11.3: 9 40 90 20 70 5 5 4 9 30 4 9 8 5 10 1 1 100 200 4 200 100 5 3 600 200 40 60 40 90 1 10 10 9 400 1 9 50 1 200 30 1 9 20 60 40 600 90 10 1 80 5 40 200 Total: 3839 = 11 x 349. 7.12.1.4.2.3.3 Even positioned groups of 2 from 7.12.1.4.2.2.11.3: 60 9 1 30 20 600 60 10 600 40 1 100 60 200 9 20 60 90 5 1 200 20 60 200 30 9 100 7 70 5 60 10 5 90 9 80 1 40 1 9 100 9 5 3 60 9 4 5 9 70 8 600 40 1 Total: 3905 = 5 x 11 x 71. 7.12.1.4.2.3.4 Odd positioned groups of 18 from 7.12.1.4.2.2.11.3: 9 40 60 9 90 20 1 30 70 5 20 600 5 4 60 10 9 30 200 4 5 1 200 100 200 20 5 3 60 200 600 200 30 9 40 60 9 50 1 40 1 200 1 9 30 1 100 9 9 20 5 3 60 40 Total: 3597 = 3 x 11 x 109. 7.12.1.4.2.3.4.1 Even positioned groups of 18 from 7.12.1.4.2.2.11.3: 600 40 4 9 1 100 8 5 60 200 10 1 9 20 1 100 60 90 100 7 40 90 70 5 1 10 60 10 10 9 5 90 400 1 9 80 60 9 600 90 4 5 10 1 9 70 80 5 8 600 40 200 40 1 Total: 4147 = 11 x 13 x 29. 7.12.1.4.2.3.4.2 Odd positioned groups of 1 from 7.12.1.4.2.2.11.6: 9 60 1 70 5 60 9 1 1 5 1 60 40 1 9 1 200 5 200 40 60 7 5 600 5 9 100 40 1 60 10 5 9 5 1 9 100 40 1 30 9 5 60 100 4 30 100 600 9 9 8 40 Total: 2849 = 7 x 11 x 37. 7.12.1.4.2.3.4.2.1 Even positioned groups of 1 from 7.12.1.4.2.2.11.6: 100 40 30 5 4 10 30 90 100 9 100 200 2 80 20 100 4 1 100 7 200 3 30 40 5 70 7 90 10 10 9 100 80 2 90 20 60 100 9 1 20 3 40 5 5 1 5 40 70 90 600 200 Total: 3047 = 11 x 277. 7.12.1.4.2.3.4.2.2 Odd positioned groups of 8 from 7.12.1.4.2.2.12.1: 20 9 10 30 7 90 300 1 1 80 400 9 200 10 1 70 10 80 1 6 60 40 20 5 1 80 5 4 600 10 5 40 7 80 600 8 9 30 1 100 20 5 100 7 90 600 80 1 100 9 7 20 9 1 200 100 Total: 4389 = 3 x 7 x 11 x 19. 7.12.1.4.2.3.4.2.2.1 Even positioned groups of 8 from 7.12.1.4.2.2.12.1: 1 90 90 70 80 60 300 7 60 40 1 20 9 1 7 100 1 100 60 90 100 60 200 4 80 5 5 9 90 100 60 70 90 1 200 100 60 200 7 90 9 4 5 100 3 10 1 100 90 600 40 1 200 100 60 40 Total: 4081 = 7 x 11 x 53. 7.12.1.4.2.3.4.2.2.2 Odd positioned groups of 28 from 7.12.1.4.2.2.12.1: 9 1 7 100 10 80 1 6 60 40 20 5 1 100 60 90 100 60 200 4 1 80 5 4 600 10 5 40 90 600 80 1 9 4 5 100 3 10 1 100 100 9 7 20 9 1 200 100 90 600 40 1 200 100 60 40 Total: 4279 = 11 x 389. 7.12.1.4.2.3.4.2.3 Even positioned groups of 28 from 7.12.1.4.2.2.12.1: 20 9 10 30 7 90 300 1 1 90 90 70 80 60 300 7 1 80 400 9 200 10 1 70 60 40 1 20 80 5 5 9 90 100 60 70 7 80 600 8 9 30 1 100 90 1 200 100 60 200 7 90 20 5 100 7 Total: 4191 = 3 x 11 x 127. 7.12.1.4.2.3.4.2.3.1 Last half of 54 from 7.12.1.4.2.2.12.3: 5 9 90 100 60 70 9 30 1 100 9 1 30 60 200 5 1 200 2 1 90 9 20 5 100 7 90 600 80 1 3 10 1 100 5 20 20 5 3 60 40 60 1 90 90 600 90 600 40 1 200 100 60 40 Total: 4224 = 2 x 2 x 2 x 2 x 2 x 2 x 2 x 3 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.3.4.2.3.2 First half of 54 from 7.12.1.4.2.2.12.3: 9 60 9 100 1 90 90 70 80 60 300 7 200 10 1 70 5 10 60 40 7 3 5 30 90 600 90 5 10 80 1 6 60 40 20 5 100 60 200 4 9 10 5 40 1 200 100 60 7 3 3 1 80 5 Total: 3212 = 2 x 2 x 11 x 73. 7.12.1.4.2.3.4.2.3.3 Last half of 54 from 7.12.1.4.2.2.13.1: 5 2 20 9 20 5 100 5 90 60 9 600 30 1 100 10 1 9 10 1 9 8 600 40 200 100 60 100 7 90 40 1 100 5 80 9 3 10 1 20 5 3 100 9 7 200 100 60 1 90 90 40 1 200 Total: 3476 = 2 x 2 x 11 x 79. 7.12.1.4.2.3.4.2.3.4 First half of 54 from 7.12.1.4.2.2.13.1: 100 7 40 400 20 1 1 10 60 5 100 7 5 90 400 5 2 1 9 50 1 1 200 100 1 9 30 7 3 3 5 9 90 60 40 20 70 20 7 9 30 1 30 60 200 90 1 200 7 90 60 2 1 90 Total: 2860 = 2 x 2 x 5 x 11 x 13. 7.12.1.4.2.3.4.2.4 Odd positioned groups of 6 from 7.12.1.4.2.2.13.2: 10 10 9 90 1 40 40 1 200 60 40 100 100 60 70 5 3 60 5 1 200 100 60 200 1 90 300 3 60 40 5 600 40 70 80 5 40 5 9 600 80 1 100 5 20 60 40 60 600 90 600 100 60 40 Total: 5269 = 11 x 479. SF: 490 = 2 x 5 x 7 x 7. SF: 21 = 3 x 7. 7.12.1.4.2.3.4.2.4.1 Even positioned groups of 6 from 7.12.1.4.2.2.13.2: 90 70 5 30 200 4 1 9 80 90 9 20 1 100 9 1 80 5 80 600 8 100 9 1 200 90 60 9 20 5 60 10 1 90 4 5 70 9 90 200 40 1 7 90 70 4 5 100 20 9 1 40 60 9 Total: 2981 = 11 x 271. 7.12.1.4.2.3.4.2.4.2 Odd positioned groups of 36 from 7.12.1.4.2.2.13.2: 90 70 5 30 200 4 10 10 9 90 1 40 1 9 80 90 9 20 40 1 200 60 40 100 1 100 9 1 80 5 100 60 70 5 3 60 70 9 90 200 40 1 40 5 9 600 80 1 7 90 70 4 5 100 100 5 20 60 40 60 20 9 1 40 60 9 600 90 600 100 60 40 Total: 5038 = 2 x 11 x 229. 7.12.1.4.2.3.4.2.4.2.1 Even positioned groups of 36 from 7.12.1.4.2.2.13.2: 80 600 8 100 9 1 5 1 200 100 60 200 200 90 60 9 20 5 1 90 300 3 60 40 60 10 1 90 4 5 5 600 40 70 80 5 Total: 3212 = 2 x 2 x 11 x 73. 7.12.1.4.2.3.4.2.4.2.2 Odd positioned groups of 4 from 7.12.1.4.2.3.1.1: 60 100 1 40 5 200 90 60 60 9 1 9 6 7 100 90 60 40 7 5 80 9 5 30 200 1 100 60 5 90 100 60 5 9 80 5 1 9 40 100 60 40 9 200 90 9 20 5 1 9 5 10 80 9 1 10 Total: 2497 = 11 x 227. SF: 238 = 2 x 7 x 17. SF: 26 = 2 x 13. 7.12.1.4.2.3.4.2.4.2.2.1 Even positioned groups of 4 from 7.12.1.4.2.3.1.1: 60 200 40 90 200 5 1 40 60 10 1 9 1 70 5 10 40 60 40 400 600 40 100 1 90 100 60 200 60 40 60 70 2 1 40 100 5 40 4 80 90 60 2 1 1 40 1 100 100 7 90 600 1 9 20 1 Total: 4158 = 2 x 3 x 3 x 3 x 7 x 11. 7.12.1.4.2.3.4.2.4.2.2.2 Odd positioned groups of 1 from 7.12.1.4.2.3.2.1: 10 9 60 90 5 1 60 8 60 40 70 9 5 60 1 9 9 7 600 100 600 4 90 90 60 5 70 100 9 60 200 5 30 100 5 5 40 70 7 600 9 5 60 100 1 5 100 200 90 5 9 5 Total: 3952 = 2 x 2 x 2 x 2 x 13 x 19. 7.12.1.4.2.3.4.2.4.2.2.2.1 Even positioned groups of 1 from 7.12.1.4.2.3.2.1: 5 40 9 20 9 100 200 5 200 100 5 4 30 40 20 1 100 90 40 1 60 5 600 5 90 9 5 60 3 40 70 100 1 9 50 80 1 20 80 8 20 3 40 5 9 9 1 80 70 80 4 100 Total: 2736 = 2 x 2 x 2 x 2 x 3 x 3 x 19. 7.12.1.4.2.3.4.2.4.2.2.2.2 Odd positioned groups of 2 from 7.12.1.4.2.3.2.1: 10 5 60 9 5 9 60 200 60 200 70 5 5 30 1 20 9 100 600 40 600 60 90 600 60 90 70 5 9 3 200 70 30 1 5 50 40 1 7 80 9 20 60 40 1 9 100 1 90 70 9 4 Total: 3982 = 2 x 11 x 181. 7.12.1.4.2.3.4.3 Even positioned groups of 2 from 7.12.1.4.2.3.2.1: 9 40 90 20 1 100 8 5 40 100 9 4 60 40 9 1 7 90 100 1 4 5 90 5 5 9 100 60 60 40 5 100 100 9 5 80 70 20 600 8 5 3 100 5 5 9 200 80 5 80 5 100 Total: 2706 = 2 x 3 x 11 x 41. 7.12.1.4.2.3.4.3.1 Odd positioned groups of 4 from 7.12.1.4.2.3.2.1: 10 5 9 40 5 9 1 100 60 200 40 100 5 30 60 40 9 100 7 90 600 60 4 5 60 90 5 9 9 3 60 40 30 1 100 9 40 1 70 20 9 20 5 3 1 9 5 9 90 70 5 80 Total: 2442 = 2 x 3 x 11 x 37. 7.12.1.4.2.3.4.3.1.1 Even positioned groups of 4 from 7.12.1.4.2.3.2.1: 60 9 90 20 60 200 8 5 70 5 9 4 1 20 9 1 600 40 100 1 90 600 90 5 70 5 100 60 200 70 5 100 5 50 5 80 7 80 600 8 60 40 100 5 100 1 200 80 9 4 5 100 Total: 4246 = 2 x 11 x 193. 7.12.1.4.2.3.4.3.1.1.1 Last half of 52 from 7.12.1.4.2.3.2.1: 70 5 100 60 9 3 60 40 200 70 5 100 30 1 100 9 5 50 5 80 40 1 70 20 7 80 600 8 9 20 5 3 60 40 100 5 1 9 5 9 100 1 200 80 90 70 5 80 9 4 5 100 Total: 2838 = 2 x 3 x 11 x 43. 7.12.1.4.2.3.4.3.1.1.2 First half of 52 from 7.12.1.4.2.3.2.1: 10 5 9 40 60 9 90 20 5 9 1 100 60 200 8 5 60 200 40 100 70 5 9 4 5 30 60 40 1 20 9 1 9 100 7 90 600 40 100 1 600 60 4 5 90 600 90 5 60 90 5 9 Total: 3850 = 2 x 5 x 5 x 7 x 11. 7.12.1.4.2.3.4.3.1.1.2.1 Last half of 52 from 7.12.1.4.2.3.2.3: 100 9 5 50 5 80 400 60 30 5 40 60 9 4 40 1 70 20 7 80 600 8 10 5 300 1 200 80 60 200 10 1 9 70 9 90 90 70 5 80 9 4 5 100 20 5 3 60 40 60 100 9 Total: 3388 = 2 x 2 x 7 x 11 x 11. 7.12.1.4.2.3.4.3.1.1.2.1.1 First half of 52 from 7.12.1.4.2.3.2.3: 10 1 100 7 90 10 60 200 40 100 70 5 9 4 7 600 90 70 80 60 300 7 5 30 60 40 90 4 600 60 4 5 90 600 90 5 10 80 1 6 60 40 20 5 60 90 5 9 70 5 100 60 Total: 4224 = 2 x 2 x 2 x 2 x 2 x 2 x 2 x 3 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.3.4.3.1.1.2.1.2 Odd positioned groups of 1 from 7.12.1.4.2.3.2.4: 10 9 60 90 60 90 9 90 5 1 60 8 60 1 9 9 1 60 100 9 7 600 100 9 60 5 80 20 2 40 9 60 200 5 7 1 5 400 30 20 90 9 5 60 100 90 10 60 600 1 5 100 Total: 3531 = 3 x 11 x 107. 7.12.1.4.2.3.4.3.1.1.2.2 Even positioned groups of 1 from 7.12.1.4.2.3.2.4: 5 40 9 20 9 60 7 60 9 100 200 5 200 20 1 20 100 90 9 100 90 40 1 100 40 9 1 1 60 100 3 40 70 100 90 40 90 1 1 7 1 20 3 40 5 60 1 30 40 9 9 1 Total: 2167 = 11 x 197. SF: 208 = 2 x 2 x 2 x 2 x 13. SF: 21 = 3 x 7. 7.12.1.4.2.3.4.3.1.2 Odd positioned groups of 4 from 7.12.1.4.2.3.4.2: 5 9 10 1 60 200 40 100 9 60 200 10 9 20 1 100 40 1 8 5 2 60 40 100 9 3 60 40 7 90 1 40 40 100 1 9 40 1 100 1 1 9 5 9 5 10 100 7 20 5 3 60 7 20 9 1 Total: 1903 = 11 x 173. 7.12.1.4.2.3.4.3.2 Even positioned groups of 4 from 7.12.1.4.2.3.4.2: 9 6 7 100 90 9 10 1 1 70 5 10 60 90 100 9 80 1 20 1 5 90 100 60 200 70 5 100 1 200 100 60 30 1 100 9 9 90 600 90 70 60 4 5 90 600 80 1 40 60 100 9 Total: 3718 = 2 x 11 x 13 x 13. SF: 39 = 3 x 13. 7.12.1.4.2.3.4.3.2.1 Odd positioned groups of 12 from 7.12.1.4.2.3.4.2: 90 9 10 1 9 60 200 10 1 70 5 10 80 1 20 1 2 60 40 100 5 90 100 60 1 200 100 60 40 100 1 9 30 1 100 9 70 60 4 5 5 10 100 7 90 600 80 1 Total: 2717 = 11 x 13 x 19. 7.12.1.4.2.3.4.3.2.2 Even positioned groups of 12 from 7.12.1.4.2.3.4.2: 5 9 10 1 9 6 7 100 60 200 40 100 9 20 1 100 60 90 100 9 40 1 8 5 9 3 60 40 200 70 5 100 7 90 1 40 40 1 100 1 9 90 600 90 1 9 5 9 20 5 3 60 40 60 100 9 7 20 9 1 Total: 2904 = 2 x 2 x 2 x 3 x 11 x 11. 7.12.1.4.2.3.4.3.2.3 Odd positioned groups of 9 from 7.12.1.4.2.3.4.3: 200 40 100 70 5 9 4 7 600 1 9 60 200 10 1 70 5 10 90 100 60 60 40 60 20 7 40 40 200 70 5 100 7 90 1 40 9 5 9 100 1 200 80 60 200 5 5 10 100 7 90 600 80 1 Total: 3993 = 3 x 11 x 11 x 11. 7.12.1.4.2.3.4.3.2.3.1 Even positioned groups of 9 from 7.12.1.4.2.3.4.3: 5 9 10 1 9 6 7 100 60 90 70 80 60 300 7 90 9 10 80 1 20 1 2 60 40 100 5 100 7 40 90 70 5 9 3 60 40 1 100 1 9 90 600 90 1 10 1 9 70 9 90 70 60 4 Total: 2871 = 3 x 3 x 11 x 29. 7.12.1.4.2.3.4.3.2.3.2 Odd positioned groups of 3 from 7.12.1.4.2.4.2.1: 5 20 90 1 80 200 5 90 90 80 400 5 600 4 30 5 40 100 5 9 7 5 9 20 20 200 600 10 10 10 60 40 20 100 60 60 5 1 10 1 9 90 200 60 600 40 5 100 40 7 7 5 40 90 Total: 4400 = 2 x 2 x 2 x 2 x 5 x 5 x 11. 7.12.1.4.2.3.4.3.2.4 Even positioned groups of 3 from 7.12.1.4.2.4.2.1: 60 9 1 80 100 1 1 9 100 20 5 60 9 80 8 60 5 3 90 7 300 1 1 1 10 9 40 1 70 60 1 200 100 70 20 5 1 1 7 5 300 200 40 9 70 60 9 5 20 20 100 600 200 100 Total: 3344 = 2 x 2 x 2 x 2 x 11 x 19. 7.12.1.4.2.3.4.4 Odd positioned groups of 27 from 7.12.1.4.2.4.2.1: 5 20 90 60 9 1 1 80 200 80 100 1 5 90 90 1 9 100 80 400 5 20 5 60 600 4 30 10 10 10 1 70 60 60 40 20 1 200 100 100 60 60 70 20 5 5 1 10 1 1 7 1 9 90 Total: 3168 = 2 x 2 x 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.4.2.4 Even positioned groups of 27 from 7.12.1.4.2.4.2.1: 9 80 8 5 40 100 60 5 3 5 9 7 90 7 300 5 9 20 1 1 1 20 200 600 10 9 40 5 300 200 200 60 600 40 9 70 40 5 100 60 9 5 40 7 7 20 20 100 5 40 90 600 200 100 Total: 4576 = 2 x 2 x 2 x 2 x 2 x 11 x 13. 7.12.1.4.2.4.1 Odd positioned groups of 3 from 7.12.1.4.2.4.2.2: 600 600 200 1 10 9 7 9 9 9 100 5 5 90 2 60 200 200 70 9 600 1 20 1 90 4 5 9 7 40 10 1 40 40 100 60 200 40 9 5 9 1 30 5 10 9 200 10 20 9 100 1 600 40 Total: 4521 = 3 x 11 x 137. 7.12.1.4.2.4.2 Even positioned groups of 3 from 7.12.1.4.2.4.2.2: 90 90 70 1 40 70 60 1 90 3 400 20 1 7 30 20 60 200 9 5 20 90 70 5 40 1 90 5 40 100 1 60 200 40 3 60 10 90 100 90 80 60 1 80 5 1 3 600 5 9 6 1 60 40 Total: 3333 = 3 x 11 x 101. 7.12.1.4.2.4.2.1 Last half of 54 from 7.12.1.4.2.4.2.2: 9 7 40 5 40 100 10 1 40 1 60 200 40 100 60 40 3 60 200 40 9 10 90 100 5 9 1 90 80 60 30 5 10 1 80 5 9 200 10 1 3 600 20 9 100 5 9 6 1 600 40 1 60 40 Total: 3355 = 5 x 11 x 61. SF: 77 = 7 x 11. 7.12.1.4.2.4.2.1.1 First half of 54 from 7.12.1.4.2.4.2.2: 600 600 200 90 90 70 1 10 9 1 40 70 7 9 9 60 1 90 9 100 5 3 400 20 5 90 2 1 7 30 60 200 200 20 60 200 70 9 600 9 5 20 1 20 1 90 70 5 90 4 5 40 1 90 Total: 4499 = 11 x 409. SF: 420 = 2 x 2 x 3 x 5 x 7. 7.12.1.4.2.4.2.1.1.1 Odd positioned groups of 4 from 7.12.1.4.2.4.3.2: 300 1 80 9 9 100 1 90 3 5 9 1 9 7 90 600 200 40 100 60 90 400 5 9 5 5 40 5 1 40 1 200 60 70 60 40 30 1 100 5 9 70 80 5 1 9 60 9 Total: 3124 = 2 x 2 x 11 x 71. 7.12.1.4.2.4.2.1.1.2 Even positioned groups of 4 from 7.12.1.4.2.4.3.2: 90 1 9 60 100 5 20 5 200 100 600 60 9 7 90 60 100 60 100 1 80 1 90 1 70 1 9 50 5 9 90 100 20 5 3 60 600 40 10 1 200 100 60 10 20 7 90 100 Total: 3509 = 11 x 11 x 29. 7.12.1.4.2.4.2.1.2 Odd positioned groups of 16 from 7.12.1.4.2.4.3.2: 300 1 80 9 90 1 9 60 9 100 1 90 100 5 20 5 200 40 100 60 100 60 100 1 90 400 5 9 80 1 90 1 60 70 60 40 20 5 3 60 30 1 100 5 600 40 10 1 Total: 3322 = 2 x 11 x 151. 7.12.1.4.2.4.2.1.3 Even positioned groups of 16 from 7.12.1.4.2.4.3.2: 3 5 9 1 200 100 600 60 9 7 90 600 9 7 90 60 5 5 40 5 70 1 9 50 1 40 1 200 5 9 90 100 9 70 80 5 200 100 60 10 1 9 60 9 20 7 90 100 Total: 3311 = 7 x 11 x 43. 7.12.1.4.2.4.2.1.3.1 Odd positioned groups of 16 from 7.12.1.4.2.4.3.3: 20 1 2 60 40 100 60 40 10 1 20 1 5 5 40 5 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 600 40 10 1 9 70 80 5 8 600 40 200 40 1 200 100 Total: 3025 = 5 x 5 x 11 x 11. 7.12.1.4.2.4.2.1.3.2 Even positioned groups of 16 from 7.12.1.4.2.4.3.3: 70 1 9 50 1 40 1 200 100 60 200 100 60 40 7 3 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 60 40 5 9 200 100 60 10 1 9 60 9 20 7 90 100 Total: 3256 = 2 x 2 x 2 x 11 x 37. 7.12.1.4.2.4.2.1.4 Odd positioned groups of 32 from 7.12.1.4.2.4.3.3: 20 1 2 60 40 100 60 40 10 1 20 1 5 5 40 5 70 1 9 50 1 40 1 200 100 60 200 100 60 40 7 3 600 40 10 1 9 70 80 5 8 600 40 200 40 1 200 100 60 40 5 9 200 100 60 10 1 9 60 9 20 7 90 100 Total: 4136 = 2 x 2 x 2 x 11 x 47. 7.12.1.4.2.4.2.2 Even positioned groups of 32 from 7.12.1.4.2.4.3.3: 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 Total: 2145 = 3 x 5 x 11 x 13. 7.12.1.4.2.4.2.2.1 Odd positioned groups of 3 from 7.12.1.4.2.4.4.1: 10 1 9 600 600 90 600 100 600 10 200 7 4 600 60 20 5 3 80 8 7 200 100 40 3 60 200 1 5 4 400 20 1 9 7 10 10 5 9 5 1 10 30 20 7 60 30 5 300 20 7 7 20 1 100 5 40 60 90 600 Total: 6116 = 2 x 2 x 11 x 139. SF: 154 = 2 x 7 x 11. 7.12.1.4.2.4.2.2.2 Even positioned groups of 3 from 7.12.1.4.2.4.4.1: 100 60 20 60 200 100 1 80 1 30 600 40 400 20 600 60 30 1 30 5 1 200 20 5 90 5 40 600 10 5 30 200 10 1 7 90 30 60 200 1 8 7 90 100 1 40 60 90 20 20 9 3 10 1 1 200 100 90 600 40 Total: 5533 = 11 x 503. 7.12.1.4.2.4.2.2.2.1 Odd positioned groups of 4 from 7.12.1.4.2.4.4.3: 10 1 9 100 70 5 20 600 80 1 10 200 90 7 30 600 3 60 30 5 1 80 8 7 3 60 200 1 90 5 40 1 200 4 1 10 7 10 1 30 200 40 10 1 7 30 60 30 5 2 20 1 20 3 10 1 9 6 5 40 Total: 3190 = 2 x 5 x 11 x 29. 7.12.1.4.2.4.2.2.2.1.1 Even positioned groups of 4 from 7.12.1.4.2.4.4.3: 60 40 1 30 600 90 60 1 80 30 60 9 40 4 20 5 40 60 40 2 30 200 20 5 70 5 20 200 400 20 1 30 60 10 10 9 60 200 5 1 9 10 1 8 5 40 60 9 90 300 20 7 100 5 20 100 1 200 100 60 Total: 3773 = 7 x 7 x 7 x 11. 7.12.1.4.2.4.2.2.2.1.1.1 Odd positioned groups of 30 from 7.12.1.4.2.4.4.3: 10 1 9 100 60 40 1 30 70 5 20 600 600 90 60 1 80 1 10 200 80 30 60 9 90 7 30 600 40 4 400 20 1 30 200 4 1 10 60 10 10 9 7 10 1 30 60 200 5 1 200 40 10 1 9 10 1 8 7 30 Total: 4323 = 3 x 11 x 131. 7.12.1.4.2.4.2.2.2.1.1.2 Even positioned groups of 30 from 7.12.1.4.2.4.4.3: 20 5 3 60 30 5 40 60 40 2 1 80 8 7 30 200 20 5 3 60 200 1 70 5 20 200 90 5 40 1 60 30 5 40 60 9 5 2 20 1 90 300 20 7 20 3 10 1 100 5 20 100 9 6 5 40 1 200 100 60 Total: 2640 = 2 x 2 x 2 x 2 x 3 x 5 x 11. 7.12.1.4.2.4.2.2.2.1.2 Odd positioned groups of 40 from 7.12.1.4.2.4.4.4: 200 90 9 40 1 200 100 600 100 600 40 9 1 90 70 9 1 100 1 100 600 60 400 20 600 4 5 90 30 9 5 40 60 200 4 5 1 200 100 40 20 7 90 100 1 9 5 9 90 5 5 3 600 40 7 20 9 7 20 1 100 9 30 5 5 40 60 9 1 90 90 600 90 600 40 1 200 100 60 40 Total: 8052 = 2 x 2 x 3 x 11 x 61. 7.12.1.4.2.4.2.2.2.2 Even positioned groups of 40 from 7.12.1.4.2.4.4.4: 7 1 200 100 60 200 100 60 1 80 5 4 600 10 5 40 9 40 1 90 40 5 70 9 100 7 90 10 5 9 30 1 100 9 1 5 40 60 200 60 Total: 2464 = 2 x 2 x 2 x 2 x 2 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.4.2.2.3 Odd positioned groups of 3 from 7.12.1.4.2.4.5.1: 10 1 9 20 600 90 600 40 9 200 80 7 1 40 70 30 5 1 200 4 5 100 60 60 9 4 5 9 7 200 7 10 1 10 5 40 5 5 40 1 200 60 5 2 20 60 30 4 10 1 9 40 1 5 Total: 3047 = 11 x 277. 7.12.1.4.2.4.2.2.3.1 Even positioned groups of 3 from 7.12.1.4.2.4.5.1: 100 70 5 9 40 1 1 1 10 30 600 40 5 3 60 80 8 7 1 1 200 200 600 200 5 90 600 4 1 10 40 7 90 100 60 40 5 1 40 40 60 30 1 60 200 5 30 1 70 40 200 9 200 100 Total: 4411 = 11 x 401. 7.12.1.4.2.4.2.2.3.2 Odd positioned groups of 1 from 7.12.1.4.2.4.5.2: 60 1 600 60 200 600 90 1 30 9 4 1 90 20 40 40 30 40 200 40 200 5 30 40 9 9 400 1 60 10 5 9 20 2 10 20 70 9 100 200 5 60 90 200 60 600 100 600 80 8 200 60 60 1 Total: 5489 = 11 x 499. 7.12.1.4.2.4.2.2.4 Even positioned groups of 1 from 7.12.1.4.2.4.5.2: 40 30 90 200 100 100 70 80 60 90 9 100 7 5 60 2 5 60 100 7 20 3 9 60 70 7 20 30 10 9 70 100 1 60 1 1 1 50 60 100 40 9 300 80 9 90 5 40 5 600 100 40 10 9 Total: 3234 = 2 x 3 x 7 x 7 x 11. 7.12.1.4.2.4.2.2.4.1 Odd positioned groups of 9 from 7.12.1.4.2.4.5.2: 100 600 100 90 70 1 80 30 60 5 40 60 40 2 30 5 40 60 9 40 60 9 70 9 7 400 20 100 20 1 2 60 10 1 20 1 40 60 9 90 300 200 80 60 9 600 200 100 60 40 60 10 1 9 Total: 4180 = 2 x 2 x 5 x 11 x 19. SF: 39 = 3 x 13. 7.12.1.4.2.4.2.2.4.1.1 Even positioned groups of 9 from 7.12.1.4.2.4.5.2: 60 40 1 30 600 90 60 200 200 9 90 4 9 1 100 90 7 20 200 100 40 7 200 20 5 3 30 1 30 60 10 10 9 5 70 9 70 1 9 50 100 60 200 100 5 600 90 100 5 600 40 80 5 8 Total: 4543 = 7 x 11 x 59. SF: 77 = 7 x 11. 7.12.1.4.2.4.2.2.4.1.2 Odd positioned groups of 2 from 7.12.1.4.2.4.6.1: 20 9 80 9 1 90 600 40 20 5 600 60 600 4 200 40 5 20 100 60 80 1 200 90 1 80 9 40 80 5 60 40 1 100 1 200 8 7 20 7 90 5 20 7 20 9 5 5 100 9 60 40 90 600 Total: 4653 = 3 x 3 x 11 x 47. 7.12.1.4.2.4.2.2.4.2 Even positioned groups of 2 from 7.12.1.4.2.4.6.1: 10 30 90 1 60 40 1 80 3 5 1 100 5 90 100 60 5 9 100 1 90 1 5 40 5 4 1 90 5 9 20 5 9 1 40 10 30 5 90 100 60 9 20 5 7 20 3 10 6 5 60 9 40 1 Total: 1606 = 2 x 11 x 73. 7.12.1.4.2.4.3 Odd positioned groups of 36 from 7.12.1.4.2.4.6.1: 20 9 10 30 80 9 90 1 1 90 60 40 600 40 1 80 20 5 3 5 600 60 1 100 600 4 5 90 200 40 100 60 5 20 5 9 8 7 30 5 20 7 90 100 90 5 60 9 20 7 20 5 20 9 7 20 5 5 3 10 100 9 6 5 60 40 60 9 90 600 40 1 Total: 4675 = 5 x 5 x 11 x 17. 7.12.1.4.2.4.3.1 Even positioned groups of 36 from 7.12.1.4.2.4.6.1: 100 60 100 1 80 1 90 1 200 90 5 40 1 80 5 4 9 40 1 90 80 5 5 9 60 40 20 5 1 100 9 1 1 200 40 10 Total: 1584 = 2 x 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.4.2.4.3.2 Odd positioned groups of 9 from 7.12.1.4.2.4.6.2: 70 60 100 400 9 100 5 9 1 60 5 40 600 300 1 20 20 1 200 100 60 600 10 5 40 7 3 30 30 60 200 5 1 9 10 1 7 90 100 3 600 40 7 1 100 100 1 90 90 600 200 100 60 40 Total: 5401 = 11 x 491. 7.12.1.4.2.4.3.2.1 Even positioned groups of 9 from 7.12.1.4.2.4.6.2: 7 90 300 1 9 60 9 100 200 200 100 600 60 400 20 30 9 90 90 400 5 9 1 70 5 20 1 3 1 90 100 60 70 3 60 9 40 60 200 60 1 9 5 9 20 9 30 1 100 5 20 40 1 200 Total: 4092 = 2 x 2 x 3 x 11 x 31. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.4.3.2.2 Odd positioned groups of 1 from 7.12.1.4.2.5.1.3: 5 400 9 5 1 9 5 5 400 30 40 9 100 200 60 7 3 80 5 90 60 60 20 3 200 60 60 60 600 4 30 100 600 10 9 80 200 60 1 60 20 90 70 4 5 100 90 80 Total: 4199 = 13 x 17 x 19. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.4.3.2.2.1 Even positioned groups of 1 from 7.12.1.4.2.5.1.3: 90 1 80 2 90 20 50 80 60 5 60 4 60 100 40 3 1 5 9 100 70 40 5 60 80 200 30 9 90 5 1 5 40 1 70 5 100 10 9 9 7 100 60 5 10 7 600 1 Total: 2489 = 19 x 131. 7.12.1.4.2.4.3.2.2.2 Odd positioned groups of 8 from 7.12.1.4.2.5.1.3: 5 90 400 1 9 80 5 2 400 60 30 5 40 60 9 4 3 1 80 5 5 9 90 100 200 80 60 200 60 30 60 9 600 40 10 1 9 70 80 5 20 7 90 100 70 60 4 5 Total: 3363 = 3 x 19 x 59. 7.12.1.4.2.4.3.2.2.2.1 Even positioned groups of 8 from 7.12.1.4.2.5.1.3: 1 90 9 20 5 50 5 80 100 60 200 100 60 40 7 3 60 70 60 40 20 5 3 60 600 90 4 5 30 1 100 5 200 100 60 10 1 9 60 9 5 10 100 7 90 600 80 1 Total: 3325 = 5 x 5 x 7 x 19. 7.12.1.4.2.4.3.2.2.2.2 Odd positioned groups of 32 from 7.12.1.4.2.5.1.3: 5 90 400 1 9 80 5 2 1 90 9 20 5 50 5 80 400 60 30 5 40 60 9 4 100 60 200 100 60 40 7 3 600 40 10 1 9 70 80 5 200 100 60 10 1 9 60 9 20 7 90 100 70 60 4 5 5 10 100 7 90 600 80 1 Total: 4543 = 7 x 11 x 59. SF: 77 = 7 x 11. 7.12.1.4.2.4.3.2.2.3 Even positioned groups of 32 from 7.12.1.4.2.5.1.3: 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 Total: 2145 = 3 x 5 x 11 x 13. 7.12.1.4.2.4.3.2.2.3.1 Last half of 48 from 7.12.1.4.2.5.1.3: 200 80 60 200 60 30 60 9 600 90 4 5 30 1 100 5 600 40 10 1 9 70 80 5 200 100 60 10 1 9 60 9 20 7 90 100 70 60 4 5 5 10 100 7 90 600 80 1 Total: 4047 = 3 x 19 x 71. 7.12.1.4.2.4.3.2.2.3.2 First half of 48 from 7.12.1.4.2.5.1.3: 5 90 400 1 9 80 5 2 1 90 9 20 5 50 5 80 400 60 30 5 40 60 9 4 100 60 200 100 60 40 7 3 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 Total: 2641 = 19 x 139. 7.12.1.4.2.4.3.2.2.4 Odd positioned groups of 8 from 7.12.1.4.2.5.1.4: 1 40 70 5 90 7 20 9 90 1 9 60 9 100 1 90 200 100 600 60 90 9 10 1 9 7 90 600 9 7 90 60 600 8 7 100 600 60 4 5 60 40 20 5 90 60 20 1 Total: 4224 = 2 x 2 x 2 x 2 x 2 x 2 x 2 x 3 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.4.3.2.3 Even positioned groups of 8 from 7.12.1.4.2.5.1.4: 10 30 7 90 300 1 80 9 100 5 20 5 3 5 9 1 9 60 200 10 1 70 5 10 200 40 100 60 100 1 200 80 90 600 90 5 10 80 1 6 60 90 5 9 70 5 100 60 Total: 3102 = 2 x 3 x 11 x 47. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.4.2.4.3.2.3.1 Last half of 72 from 7.12.1.4.2.5.3.1: 600 90 60 40 1 200 60 9 90 90 60 200 5 4 60 1 90 1 100 7 90 60 70 5 1 40 70 20 9 10 300 1 80 9 60 9 100 5 20 9 1 200 90 9 10 200 10 1 60 40 7 60 40 1 60 30 5 400 80 9 8 7 30 200 4 5 40 7 1 200 20 5 Total: 4576 = 2 x 2 x 2 x 2 x 2 x 11 x 13. 7.12.1.4.2.4.3.2.3.1.1 First half of 72 from 7.12.1.4.2.5.3.1: 40 10 1 8 7 30 10 5 300 90 1 200 7 90 60 2 1 90 60 30 600 90 60 40 200 80 60 60 9 600 30 1 100 10 1 9 200 100 60 60 9 20 70 60 4 100 7 90 40 1 100 5 80 9 10 1 9 600 40 90 100 9 6 200 100 60 1 90 90 40 1 200 Total: 5654 = 2 x 11 x 257. 7.12.1.4.2.4.3.2.3.1.1.1 Odd positioned groups of 6 from 7.12.1.4.2.5.3.2: 200 90 9 100 600 100 10 9 30 40 60 9 5 90 7 30 7 90 5 3 5 100 600 60 3 5 30 20 9 1 5 40 60 1 200 100 9 10 1 5 40 60 200 90 60 9 20 5 200 60 30 90 4 5 10 1 9 7 90 100 7 90 70 4 5 100 5 40 1 40 60 9 Total: 4279 = 11 x 389. 7.12.1.4.2.4.3.2.3.1.1.2 Even positioned groups of 6 from 7.12.1.4.2.5.3.2: 60 9 7 90 60 200 10 1 9 90 600 40 9 90 1 100 1 90 1 9 60 70 5 10 40 60 40 90 100 60 200 100 60 3 60 200 1 20 7 100 60 200 40 90 600 90 5 1 5 600 40 70 80 5 5 5 10 600 80 1 20 1 2 70 60 3 600 90 600 100 60 40 Total: 6996 = 2 x 2 x 3 x 11 x 53. 7.12.1.4.2.4.3.2.3.1.2 Odd positioned groups of 8 from 7.12.1.4.2.5.3.2: 200 90 9 100 600 100 60 9 60 9 10 1 9 90 600 40 1 100 1 90 5 3 5 100 3 5 30 20 9 1 40 60 200 100 200 100 60 3 60 200 7 100 60 200 200 90 60 9 200 60 30 90 4 5 5 600 90 100 5 5 10 600 80 1 2 70 60 3 5 40 1 40 Total: 6215 = 5 x 11 x 113. 7.12.1.4.2.4.3.2.3.1.2.1 Even positioned groups of 8 from 7.12.1.4.2.5.3.2: 7 90 60 200 10 9 30 40 5 90 7 30 7 90 9 90 600 60 1 9 60 70 5 10 40 90 100 60 5 40 60 1 9 10 1 5 40 60 1 20 20 5 40 90 600 90 5 1 40 70 80 5 10 1 9 7 7 90 70 4 5 100 20 1 60 9 600 90 600 100 60 40 Total: 5060 = 2 x 2 x 5 x 11 x 23. 7.12.1.4.2.4.3.2.3.1.2.2 Last half of 72 from 7.12.1.4.2.5.3.2: 200 90 9 100 600 100 60 9 7 90 60 200 10 9 30 40 60 9 10 1 9 90 600 40 5 90 7 30 7 90 9 90 1 100 1 90 5 3 5 100 600 60 1 9 60 70 5 10 3 5 30 20 9 1 40 60 40 90 100 60 5 40 60 1 200 100 200 100 60 3 60 200 Total: 5368 = 2 x 2 x 2 x 11 x 61. SF: 78 = 2 x 3 x 13. 7.12.1.4.2.4.3.2.3.1.2.2.1 First half of 72 from 7.12.1.4.2.5.3.2: 9 10 1 5 40 60 1 20 7 100 60 200 200 90 60 9 20 5 40 90 600 90 5 1 200 60 30 90 4 5 5 600 40 70 80 5 10 1 9 7 90 100 5 5 10 600 80 1 7 90 70 4 5 100 20 1 2 70 60 3 5 40 1 40 60 9 600 90 600 100 60 40 Total: 5907 = 3 x 11 x 179. 7.12.1.4.2.4.3.2.3.1.2.2.2 Odd positioned groups of 3 from 7.12.1.4.2.5.3.3: 600 90 60 40 1 200 60 9 90 90 60 200 5 4 60 1 90 1 100 7 90 60 70 5 1 40 70 20 9 10 300 1 80 9 60 9 100 5 20 9 1 200 90 9 10 200 10 1 60 40 7 60 40 1 60 30 5 400 80 9 8 7 30 200 4 5 40 7 1 200 20 5 Total: 4576 = 2 x 2 x 2 x 2 x 2 x 11 x 13. 7.12.1.4.2.4.3.2.3.1.2.2.3 Even positioned groups of 3 from 7.12.1.4.2.5.3.3: 200 90 9 100 600 100 60 9 7 90 60 200 10 9 30 40 60 9 10 1 9 90 600 40 5 90 7 30 7 90 9 90 1 100 1 90 5 3 5 100 600 60 1 9 60 70 5 10 3 5 30 20 9 1 40 60 40 90 100 60 5 40 60 1 200 100 200 100 60 3 60 200 Total: 5368 = 2 x 2 x 2 x 11 x 61. SF: 78 = 2 x 3 x 13. 7.12.1.4.2.4.3.2.3.1.2.2.4 Odd positioned groups of 36 from 7.12.1.4.2.5.3.3: 100 7 90 10 1 9 60 70 5 90 600 40 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 60 30 5 40 60 40 400 80 9 90 100 60 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 Total: 4741 = 11 x 431. SF: 442 = 2 x 13 x 17. 7.12.1.4.2.4.3.2.3.2 Even positioned groups of 36 from 7.12.1.4.2.5.3.3: 600 90 60 200 90 9 40 1 200 100 600 100 60 9 90 60 9 7 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 100 5 20 5 3 5 9 1 200 100 600 60 90 9 10 1 9 60 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 Total: 5203 = 11 x 11 x 43. SF: 65 = 5 x 13. 7.12.1.4.2.4.3.2.4 Last half of 72 from 7.12.1.4.2.5.3.3: 600 90 60 200 90 9 40 1 200 100 600 100 60 9 90 60 9 7 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 100 7 90 10 1 9 60 70 5 90 600 40 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 Total: 5555 = 5 x 11 x 101. SF: 117 = 3 x 3 x 13. 7.12.1.4.2.4.3.2.4.1 First half of 72 from 7.12.1.4.2.5.3.3: 100 5 20 5 3 5 9 1 200 100 600 60 90 9 10 1 9 60 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 60 30 5 40 60 40 400 80 9 90 100 60 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 Total: 4389 = 3 x 7 x 11 x 19. 7.12.1.4.2.4.3.2.4.2 Odd positioned groups of 3 from 7.12.1.4.2.5.3.4: 40 10 1 8 7 30 10 5 300 90 1 200 7 90 60 2 1 90 60 30 600 90 60 40 200 80 60 60 9 600 30 1 100 10 1 9 200 100 60 60 9 20 70 60 4 100 7 90 40 1 100 5 80 9 10 1 9 600 40 90 100 9 6 200 100 60 1 90 90 40 1 200 Total: 5654 = 2 x 11 x 257. 7.12.1.4.2.4.3.3 Even positioned groups of 3 from 7.12.1.4.2.5.3.4: 9 10 1 5 40 60 1 20 7 100 60 200 200 90 60 9 20 5 40 90 600 90 5 1 200 60 30 90 4 5 5 600 40 70 80 5 10 1 9 7 90 100 5 5 10 600 80 1 7 90 70 4 5 100 20 1 2 70 60 3 5 40 1 40 60 9 600 90 600 100 60 40 Total: 5907 = 3 x 11 x 179. 7.12.1.4.2.4.3.3.1 Odd positioned groups of 9 from 7.12.1.4.2.5.4.2: 5 10 80 1 6 60 40 20 5 4 600 10 5 40 9 40 1 90 1 9 80 5 2 1 90 9 20 100 60 70 60 40 20 5 3 60 Total: 1661 = 11 x 151. 7.12.1.4.2.4.3.3.1.1 Even positioned groups of 9 from 7.12.1.4.2.5.4.2: 40 100 60 100 1 200 80 600 8 5 100 60 1 70 5 20 200 90 90 10 5 9 3 60 40 200 70 60 9 4 100 60 200 100 60 40 Total: 2860 = 2 x 2 x 5 x 11 x 13. 7.12.1.4.2.4.3.3.1.2 Odd positioned groups of 2 from 7.12.1.4.2.5.4.3: 9 7 9 7 200 40 90 600 10 80 60 40 1 70 200 90 1 200 7 10 5 70 7 90 5 90 9 80 1 90 100 60 60 40 3 1 Total: 2442 = 2 x 3 x 11 x 37. 7.12.1.4.2.4.3.3.2 Even positioned groups of 2 from 7.12.1.4.2.5.4.3: 90 600 90 60 100 60 90 5 1 6 20 5 5 20 5 40 100 60 1 40 9 100 10 5 400 1 5 2 9 20 200 100 7 3 80 5 Total: 2354 = 2 x 11 x 107. 7.12.1.4.2.4.3.3.3 Odd positioned groups of 18 from 7.12.1.4.2.5.4.4: 5 9 70 5 100 60 1 80 5 4 600 10 5 40 9 40 1 90 30 5 40 60 9 4 5 9 90 100 60 70 60 40 20 5 3 60 Total: 1804 = 2 x 2 x 11 x 41. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.4.2.4.3.3.4 Even positioned groups of 18 from 7.12.1.4.2.5.4.4: 100 1 200 80 600 8 7 100 600 60 4 5 90 60 20 1 60 90 9 3 60 40 200 70 5 100 7 90 1 40 5 50 5 80 400 60 Total: 3311 = 7 x 11 x 43. 7.12.1.4.2.4.3.4 Odd positioned groups of 36 from 7.12.1.4.2.6.2.1: 100 40 200 5 8 60 9 5 5 40 9 20 1 100 40 30 5 600 40 1 70 80 10 80 60 90 30 100 60 20 4 90 9 5 60 5 1 60 100 40 1 1 5 5 1 60 7 100 9 9 5 30 40 9 2 1 300 20 3 40 5 60 1 1 1 90 90 9 9 1 80 200 Total: 3487 = 11 x 317. 7.12.1.4.2.4.4 Even positioned groups of 36 from 7.12.1.4.2.6.2.1: 60 2 80 20 100 90 9 1 5 100 90 40 1 100 40 9 4 60 1 1 60 100 90 60 40 20 40 7 90 5 20 30 4 10 10 9 Total: 1408 = 2 x 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.4.2.4.4.1 Odd positioned groups of 3 from 7.12.1.4.2.6.2.2: 40 9 100 5 200 1 100 200 100 70 60 7 40 80 9 200 9 60 40 300 20 60 1 400 30 100 90 50 40 200 9 1 9 200 60 4 20 80 8 60 5 200 600 200 1 7 5 600 100 30 5 5 60 60 Total: 4950 = 2 x 3 x 3 x 5 x 5 x 11. 7.12.1.4.2.4.4.1.1 Even positioned groups of 3 from 7.12.1.4.2.6.2.2: 9 100 200 9 1 6 5 4 600 40 70 100 3 30 40 4 5 70 9 20 1 9 1 1 60 4 10 200 60 100 100 90 5 60 9 1 30 100 1 1 70 90 100 40 9 7 9 20 10 100 20 9 20 1 Total: 2673 = 3 x 3 x 3 x 3 x 3 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.4.4.1.2 Odd positioned groups of 36 from 7.12.1.4.2.6.2.2: 40 9 100 9 100 200 5 200 1 9 1 6 100 200 100 5 4 600 70 60 7 40 70 100 40 80 9 3 30 40 200 9 60 4 5 70 20 80 8 30 100 1 60 5 200 1 70 90 600 200 1 100 40 9 7 5 600 7 9 20 100 30 5 10 100 20 5 60 60 9 20 1 Total: 5269 = 11 x 479. SF: 490 = 2 x 5 x 7 x 7. SF: 21 = 3 x 7. 7.12.1.4.2.4.4.2 Even positioned groups of 36 from 7.12.1.4.2.6.2.2: 40 300 20 9 20 1 60 1 400 9 1 1 30 100 90 60 4 10 50 40 200 200 60 100 9 1 9 100 90 5 200 60 4 60 9 1 Total: 2354 = 2 x 11 x 107. 7.12.1.4.2.4.4.3 Odd positioned groups of 1 from 7.12.1.4.2.6.2.4: 100 200 8 9 5 9 1 40 5 40 70 10 60 30 9 9 200 200 9 6 200 5 600 60 40 100 80 100 20 90 5 5 2 20 90 1 100 40 100 9 60 30 200 60 5 40 20 20 60 400 1 30 90 4 Total: 3707 = 11 x 337. 7.12.1.4.2.4.4.3.1 Even positioned groups of 1 from 7.12.1.4.2.6.2.4: 40 5 60 5 40 20 100 30 600 1 80 80 90 40 100 100 5 1 1 100 100 4 70 7 70 40 9 60 4 9 60 60 80 100 9 5 90 1 40 4 3 40 9 4 70 300 9 1 1 9 1 100 60 10 Total: 2937 = 3 x 11 x 89. 7.12.1.4.2.4.4.3.1.1 Odd positioned groups of 1 from 7.12.1.4.2.6.3.1: 60 60 20 60 10 60 10 60 70 600 90 1 30 7 4 5 60 60 5 9 60 70 7 80 60 60 1 1 400 5 20 30 40 9 60 40 40 4 100 80 40 7 9 9 200 200 90 5 60 60 20 9 60 90 40 9 1 100 60 9 8 40 60 20 3 20 1 5 1 20 40 7 Total: 3751 = 11 x 11 x 31. 7.12.1.4.2.4.4.3.1.1.1 Even positioned groups of 1 from 7.12.1.4.2.6.3.1: 100 200 8 9 5 9 1 40 5 40 70 10 60 30 9 9 200 200 9 6 200 5 600 60 40 100 80 100 20 90 5 5 2 20 90 1 100 5 60 60 1 80 30 1 5 60 100 9 30 9 1 20 40 60 1 90 9 1 200 70 600 1 40 7 600 9 100 5 100 5 60 20 Total: 5027 = 11 x 457. SF: 468 = 2 x 2 x 3 x 3 x 13. 7.12.1.4.2.4.4.3.1.1.2 Odd positioned groups of 3 from 7.12.1.4.2.6.3.1: 60 100 60 60 9 10 10 1 60 600 40 90 30 60 7 5 9 60 5 9 9 70 5 7 60 40 60 1 100 400 20 5 30 9 20 60 40 100 4 80 60 40 9 30 9 200 60 90 60 30 60 9 20 60 40 1 9 100 1 60 8 600 40 20 7 3 1 100 5 20 5 40 Total: 4202 = 2 x 11 x 191. 7.12.1.4.2.4.4.3.1.2 Even positioned groups of 3 from 7.12.1.4.2.6.3.1: 200 20 8 5 60 9 40 70 5 70 1 10 30 4 9 200 60 200 6 60 200 600 80 60 100 1 80 20 5 90 5 40 2 90 40 1 5 100 60 1 7 80 1 200 5 100 5 9 9 20 1 40 90 60 90 1 9 200 9 70 1 60 40 600 20 9 5 1 100 60 7 20 Total: 4576 = 2 x 2 x 2 x 2 x 2 x 11 x 13. 7.12.1.4.2.4.4.3.1.2.1 Odd positioned groups of 8 from 7.12.1.4.2.6.3.1: 60 100 60 200 20 8 60 9 70 5 600 40 90 70 1 10 60 200 60 200 5 9 9 6 60 40 60 100 1 80 1 100 40 2 9 20 60 90 40 1 40 1 7 80 9 30 9 1 60 30 60 9 20 1 9 20 1 9 100 1 60 200 9 70 3 600 20 9 1 100 5 5 Total: 4235 = 5 x 7 x 11 x 11. 7.12.1.4.2.4.4.3.1.2.2 Even positioned groups of 8 from 7.12.1.4.2.6.3.1: 10 5 60 9 10 1 60 40 30 60 7 30 4 9 5 9 60 200 70 5 7 600 80 60 400 20 5 90 20 5 30 5 40 100 4 5 100 60 80 60 200 5 200 60 90 100 5 9 60 40 90 60 40 1 9 90 8 600 40 1 60 40 20 7 1 100 20 5 40 60 7 20 Total: 4543 = 7 x 11 x 59. SF: 77 = 7 x 11. 7.12.1.4.2.4.4.3.1.2.3 Odd positioned groups of 36 from 7.12.1.4.2.6.3.1: 5 9 9 6 60 200 70 5 7 600 80 60 60 40 60 100 1 80 1 100 400 20 5 90 20 5 30 5 40 2 9 20 60 90 40 1 40 1 9 90 1 9 100 1 60 200 9 70 8 600 40 1 60 40 20 7 3 600 20 9 1 100 5 5 1 100 20 5 40 60 7 20 Total: 4752 = 2 x 2 x 2 x 2 x 3 x 3 x 3 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.4.4.3.1.2.3.1 Even positioned groups of 36 from 7.12.1.4.2.6.3.1: 60 100 60 200 20 8 60 9 10 5 60 9 10 1 60 40 70 5 600 40 90 70 1 10 30 60 7 30 4 9 5 9 60 200 60 200 40 100 4 5 100 60 80 60 40 1 7 80 9 30 9 1 200 5 200 60 90 100 5 9 60 30 60 9 20 1 9 20 60 40 90 60 Total: 4026 = 2 x 3 x 11 x 61. SF: 77 = 7 x 11. 7.12.1.4.2.4.4.3.1.2.3.2 Odd positioned groups of 48 from 7.12.1.4.2.6.3.1: 60 40 60 100 1 80 1 100 400 20 5 90 20 5 30 5 40 2 9 20 60 90 40 1 40 100 4 5 100 60 80 60 40 1 7 80 9 30 9 1 200 5 200 60 90 100 5 9 Total: 2574 = 2 x 3 x 3 x 11 x 13. 7.12.1.4.2.4.4.3.1.2.3.2.1 Even positioned groups of 48 from 7.12.1.4.2.6.3.1: 60 100 60 200 20 8 60 9 10 5 60 9 10 1 60 40 70 5 600 40 90 70 1 10 30 60 7 30 4 9 5 9 60 200 60 200 5 9 9 6 60 200 70 5 7 600 80 60 60 30 60 9 20 1 9 20 60 40 90 60 40 1 9 90 1 9 100 1 60 200 9 70 8 600 40 1 60 40 20 7 3 600 20 9 1 100 5 5 1 100 20 5 40 60 7 20 Total: 6204 = 2 x 2 x 3 x 11 x 47. SF: 65 = 5 x 13. 7.12.1.4.2.4.4.3.1.2.3.2.2 Odd positioned groups of 6 from 7.12.1.4.2.6.3.2: 9 100 600 40 9 100 600 200 40 60 5 5 100 60 90 400 80 1 80 1 2 60 5 90 400 20 200 4 60 10 5 5 70 1 1 40 Total: 3553 = 11 x 17 x 19. 7.12.1.4.2.4.4.3.1.2.4 Even positioned groups of 6 from 7.12.1.4.2.6.3.2: 5 9 5 60 5 30 5 40 5 20 1 20 9 30 60 90 200 4 60 40 7 40 40 90 20 1 40 100 10 1 1 200 40 100 30 1 Total: 1419 = 3 x 11 x 43. 7.12.1.4.2.4.4.3.1.2.5 Odd positioned groups of 9 from 7.12.1.4.2.6.3.2: 60 5 30 600 200 40 60 5 5 400 80 1 9 30 60 90 200 4 40 40 90 400 20 200 4 60 10 1 1 40 1 200 40 100 30 1 Total: 3157 = 7 x 11 x 41. 7.12.1.4.2.4.4.3.1.2.6 Even positioned groups of 9 from 7.12.1.4.2.6.3.2: 9 100 600 40 9 100 5 9 5 5 40 5 20 1 20 100 60 90 80 1 2 60 5 90 60 40 7 20 1 40 100 10 1 5 5 70 Total: 1815 = 3 x 5 x 11 x 11. 7.12.1.4.2.4.4.3.1.3 Odd positioned groups of 18 from 7.12.1.4.2.6.3.2: 5 40 5 20 1 20 100 60 90 400 80 1 9 30 60 90 200 4 20 1 40 100 10 1 5 5 70 1 1 40 1 200 40 100 30 1 Total: 1881 = 3 x 3 x 11 x 19. 7.12.1.4.2.4.4.3.1.3.1 Even positioned groups of 18 from 7.12.1.4.2.6.3.2: 9 100 600 40 9 100 5 9 5 60 5 30 600 200 40 60 5 5 80 1 2 60 5 90 60 40 7 40 40 90 400 20 200 4 60 10 Total: 3091 = 11 x 281. 7.12.1.4.2.4.4.3.1.3.2 Odd positioned groups of 24 from 7.12.1.4.2.6.3.2: 100 60 90 400 80 1 9 30 60 90 200 4 80 1 2 60 5 90 60 40 7 40 40 90 Total: 1639 = 11 x 149. 7.12.1.4.2.4.4.3.1.4 Even positioned groups of 24 from 7.12.1.4.2.6.3.2: 9 100 600 40 9 100 5 9 5 60 5 30 600 200 40 60 5 5 5 40 5 20 1 20 400 20 200 4 60 10 20 1 40 100 10 1 5 5 70 1 1 40 1 200 40 100 30 1 Total: 3333 = 3 x 11 x 101. 7.12.1.4.2.4.4.3.2 Odd positioned groups of 1 from 7.12.1.4.2.6.5.1: 60 1 9 10 9 40 30 9 9 5 10 5 60 200 100 20 3 20 9 7 9 600 30 40 100 100 30 80 20 40 400 1 1 5 40 200 40 5 60 9 1 60 60 5 20 40 100 1 8 40 7 1 9 5 Total: 2783 = 11 x 11 x 23. 7.12.1.4.2.4.4.3.2.1 Even positioned groups of 1 from 7.12.1.4.2.6.5.1: 100 60 90 1 600 9 60 5 1 9 70 9 40 1 600 5 9 1 100 5 90 200 5 600 60 9 1 1 60 60 20 20 2 5 1 100 100 80 40 30 200 20 30 9 5 1 100 200 600 20 20 100 20 3 Total: 4587 = 3 x 11 x 139. 7.12.1.4.2.4.4.3.2.2 Odd positioned groups of 18 from 7.12.1.4.2.6.5.1: 60 100 1 60 9 90 10 1 9 600 40 9 30 60 9 5 9 1 9 100 7 5 9 90 600 200 30 5 40 600 100 60 100 9 30 1 40 100 5 80 60 40 9 30 1 200 60 20 60 30 5 9 20 5 Total: 3872 = 2 x 2 x 2 x 2 x 2 x 11 x 11. 7.12.1.4.2.4.4.3.2.2.1 Even positioned groups of 18 from 7.12.1.4.2.6.5.1: 5 9 10 70 5 9 60 40 200 1 100 600 20 5 3 9 20 1 80 1 20 60 40 60 400 20 1 20 1 2 5 5 40 1 200 100 40 1 100 100 1 200 8 600 40 20 7 20 1 100 9 20 5 3 Total: 3498 = 2 x 3 x 11 x 53. 7.12.1.4.2.4.4.3.2.2.1.1 Odd positioned groups of 2 from 7.12.1.4.2.6.5.2: 40 60 10 5 40 1 90 7 60 200 6 4 70 60 400 20 5 100 90 600 5 60 60 300 1 90 60 90 60 20 30 200 40 100 1 60 90 4 40 1 1 7 40 60 60 40 90 80 200 40 3 600 5 60 Total: 4466 = 2 x 7 x 11 x 29. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.4.4.3.2.2.1.2 Even positioned groups of 2 from 7.12.1.4.2.6.5.2: 200 5 100 60 90 70 30 100 1 9 7 600 100 60 60 30 60 90 40 4 9 40 5 20 400 100 1 2 7 40 4 60 5 70 40 100 5 9 100 9 90 100 9 3 1 9 60 200 1 5 30 5 40 60 Total: 3355 = 5 x 11 x 61. SF: 77 = 7 x 11. 7.12.1.4.2.4.4.3.2.2.2 Odd positioned groups of 27 from 7.12.1.4.2.6.5.2: 40 60 200 5 10 5 100 60 40 1 90 70 90 7 30 100 60 200 1 9 6 4 7 600 70 60 100 1 2 60 20 7 40 30 200 4 60 40 100 5 70 1 60 40 100 90 4 5 9 40 1 100 9 1 Total: 3124 = 2 x 2 x 11 x 71. 7.12.1.4.2.4.4.3.2.2.3 Even positioned groups of 27 from 7.12.1.4.2.6.5.2: 60 400 20 60 30 5 100 60 90 90 600 40 4 5 60 9 40 60 300 5 20 1 90 400 100 60 90 7 90 100 40 60 9 3 60 40 1 9 90 80 60 200 200 40 1 5 3 600 30 5 5 60 40 60 Total: 4697 = 7 x 11 x 61. 7.12.1.4.2.4.4.3.2.2.4 Odd positioned groups of 6 from 7.12.1.4.2.6.5.4: 60 9 90 600 40 9 5 9 10 1 9 6 60 400 20 20 5 3 5 9 90 5 40 600 80 1 20 1 2 60 60 40 100 5 5 40 80 60 40 200 60 20 40 1 100 1 9 90 5 3 600 1 100 9 Total: 3938 = 2 x 11 x 179. 7.12.1.4.2.4.4.3.3 Even positioned groups of 6 from 7.12.1.4.2.6.5.4: 60 100 1 40 60 200 1 90 70 30 60 9 70 5 9 1 100 600 9 100 7 90 600 40 300 5 20 100 60 100 60 40 60 20 1 2 40 100 5 90 4 5 7 90 100 60 30 5 100 1 200 20 7 20 Total: 4004 = 2 x 2 x 7 x 11 x 13. SF: 35 = 5 x 7. 7.12.1.4.2.4.4.3.3.1 Odd positioned groups of 12 from 7.12.1.4.2.6.5.6: 10 1 9 100 60 40 5 9 10 1 9 6 9 100 7 90 600 40 5 9 90 4 5 60 60 40 60 20 7 40 400 20 1 30 200 4 9 30 1 100 9 1 40 1 100 1 9 90 Total: 2552 = 2 x 2 x 2 x 11 x 29. 7.12.1.4.2.4.4.3.3.2 Even positioned groups of 12 from 7.12.1.4.2.6.5.6: 60 100 1 40 60 200 60 9 90 5 10 5 70 5 9 4 7 600 60 40 200 70 60 100 600 200 30 9 40 60 80 1 20 1 2 60 40 100 5 90 4 5 80 60 40 9 40 1 100 1 200 80 60 200 8 600 40 200 40 1 Total: 4972 = 2 x 2 x 11 x 113. 7.12.1.4.2.4.4.3.3.2.1 Odd positioned groups of 12 from 7.12.1.4.2.6.6.1: 600 40 1 100 60 200 7 100 40 100 80 60 100 1 60 40 5 30 9 4 9 70 1 20 1 10 10 9 10 1 9 50 1 200 30 1 5 2 90 300 90 60 600 90 5 9 9 70 Total: 3399 = 3 x 11 x 103. SF: 117 = 3 x 3 x 13. 7.12.1.4.2.4.4.3.3.2.2 Even positioned groups of 12 from 7.12.1.4.2.6.6.1: 40 5 7 60 60 9 1 30 20 600 1 10 600 40 400 9 5 90 40 60 1 80 40 1 5 9 90 1 200 4 40 100 100 60 40 90 1 200 40 4 7 80 30 60 1 200 5 9 200 100 5 9 20 9 3 10 5 20 7 20 Total: 3993 = 3 x 11 x 11 x 11. 7.12.1.4.2.4.4.3.4 Odd positioned groups of 3 from 7.12.1.4.2.6.6.2: 20 8 9 70 5 1 4 9 8 60 200 90 1 80 600 40 2 100 9 100 7 5 5 5 80 1 100 5 90 100 60 10 60 1 40 1 100 60 70 200 5 1 20 1 100 1 9 10 60 40 40 1 100 100 Total: 2904 = 2 x 2 x 2 x 3 x 11 x 11. 7.12.1.4.2.4.4.4 Even positioned groups of 3 from 7.12.1.4.2.6.6.2: 40 90 20 80 200 80 5 10 1 70 300 7 4 30 9 9 8 5 3 600 40 9 20 1 60 9 10 7 70 5 40 20 1 9 100 9 20 600 8 9 90 5 5 10 1 1 9 90 7 7 20 9 9 1 Total: 2882 = 2 x 11 x 131. 7.12.1.4.2.4.4.4.1 Odd positioned groups of 2 from 7.12.1.4.2.6.7.1: 60 100 10 5 70 5 30 60 60 200 60 200 60 40 400 20 40 2 9 100 5 60 5 5 100 60 60 90 5 90 400 20 40 100 1 40 40 100 40 1 200 5 60 30 60 40 1 9 8 600 3 600 1 100 Total: 4510 = 2 x 5 x 11 x 41. 7.12.1.4.2.4.4.4.1.1 Even positioned groups of 2 from 7.12.1.4.2.6.7.1: 1 40 9 40 20 600 9 90 8 5 40 100 200 70 600 4 1 80 7 90 7 3 9 70 100 1 100 60 100 60 1 30 60 40 1 200 5 90 70 20 1 200 5 40 100 5 5 9 40 200 40 7 5 20 Total: 3718 = 2 x 11 x 13 x 13. SF: 39 = 3 x 13. 7.12.1.4.2.4.4.4.1.1.1 Odd positioned groups of 3 from 7.12.1.4.2.6.7.1: 60 100 1 9 40 70 30 60 9 8 5 60 60 40 200 600 4 40 9 100 7 7 3 5 100 60 100 100 60 5 400 20 1 60 40 1 40 100 5 70 20 200 60 30 5 100 5 1 8 600 40 40 7 1 Total: 3806 = 2 x 11 x 173. 7.12.1.4.2.4.4.4.1.1.2 Even positioned groups of 3 from 7.12.1.4.2.6.7.1: 40 10 5 5 20 600 90 60 200 200 40 100 70 400 20 2 1 80 90 5 60 5 9 70 1 60 90 90 100 60 30 40 100 40 1 200 90 40 1 5 1 200 40 60 40 9 5 9 200 3 600 100 5 20 Total: 4422 = 2 x 3 x 11 x 67. 7.12.1.4.2.4.4.4.1.1.2.1 Odd positioned groups of 36 from 7.12.1.4.2.6.7.2: 60 200 40 5 60 9 90 20 600 40 9 1 7 30 600 40 60 200 10 1 70 5 9 4 60 100 600 40 5 90 30 9 9 20 1 100 4 5 1 200 7 80 600 8 200 60 20 7 60 9 5 2 90 60 10 1 100 1 200 80 40 1 200 100 20 9 7 20 20 5 3 60 Total: 5529 = 3 x 19 x 97. SF: 119 = 7 x 17. 7.12.1.4.2.4.4.4.1.1.2.2 Even positioned groups of 36 from 7.12.1.4.2.6.7.2: 600 40 100 1 5 30 600 40 5 40 600 300 90 400 5 9 200 4 9 10 60 40 60 20 200 4 1 10 10 1 20 1 1 200 100 60 Total: 3876 = 2 x 2 x 3 x 17 x 19. 7.12.1.4.2.4.4.4.1.2 Last half of 54 from 7.12.1.4.2.6.7.2: 9 10 60 40 60 20 200 4 1 10 10 1 20 1 1 200 100 60 4 5 1 200 7 80 600 8 200 60 20 7 60 9 5 2 90 60 10 1 100 1 200 80 40 1 200 100 20 9 7 20 20 5 3 60 Total: 3102 = 2 x 3 x 11 x 47. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.4.2.4.4.4.2 First half of 54 from 7.12.1.4.2.6.7.2: 60 200 40 5 60 9 90 20 600 40 9 1 7 30 600 40 60 200 10 1 70 5 9 4 60 100 600 40 5 90 30 9 9 20 1 100 600 40 100 1 5 30 600 40 5 40 600 300 90 400 5 9 200 4 Total: 6303 = 3 x 11 x 191. 7.12.1.4.2.4.5 Odd positioned groups of 2 from 7.12.1.4.2.7.1.1: 5 9 9 6 60 200 70 5 1 80 100 5 3 5 200 100 10 80 60 40 5 40 5 20 1 200 40 100 30 1 5 50 3 1 5 9 60 70 20 5 60 200 9 70 8 600 40 1 Total: 2706 = 2 x 3 x 11 x 41. 7.12.1.4.2.4.5.1 Even positioned groups of 2 from 7.12.1.4.2.7.1.1: 10 1 7 100 40 100 9 4 400 9 20 5 9 1 600 60 1 6 20 5 600 300 5 9 100 60 1 9 100 9 5 80 80 5 90 100 60 40 3 60 10 1 9 90 40 200 200 100 Total: 3773 = 7 x 7 x 7 x 11. 7.12.1.4.2.4.5.1.1 Odd positioned groups of 4 from 7.12.1.4.2.7.1.1: 5 9 10 1 60 200 40 100 1 80 400 9 3 5 9 1 10 80 1 6 5 40 600 300 1 200 100 60 30 1 100 9 3 1 80 5 60 70 60 40 60 200 10 1 8 600 40 200 Total: 3914 = 2 x 19 x 103. 7.12.1.4.2.4.5.1.1.1 Even positioned groups of 4 from 7.12.1.4.2.7.1.1: 9 6 7 100 70 5 9 4 100 5 20 5 200 100 600 60 60 40 20 5 5 20 5 9 40 100 1 9 5 50 5 80 5 9 90 100 20 5 3 60 9 70 9 90 40 1 200 100 Total: 2565 = 3 x 3 x 3 x 5 x 19. 7.12.1.4.2.4.5.1.1.2 Odd positioned groups of 8 from 7.12.1.4.2.7.1.1: 5 9 10 1 9 6 7 100 1 80 400 9 100 5 20 5 10 80 1 6 60 40 20 5 1 200 100 60 40 100 1 9 3 1 80 5 5 9 90 100 60 200 10 1 9 70 9 90 Total: 2242 = 2 x 19 x 59. 7.12.1.4.2.4.5.1.2 Even positioned groups of 8 from 7.12.1.4.2.7.1.1: 60 200 40 100 70 5 9 4 3 5 9 1 200 100 600 60 5 40 600 300 5 20 5 9 30 1 100 9 5 50 5 80 60 70 60 40 20 5 3 60 8 600 40 200 40 1 200 100 Total: 4237 = 19 x 223. 7.12.1.4.2.4.5.2 Last half of 48 from 7.12.1.4.2.7.1.1: 1 200 100 60 40 100 1 9 30 1 100 9 5 50 5 80 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 60 200 10 1 9 70 9 90 8 600 40 200 40 1 200 100 Total: 3040 = 2 x 2 x 2 x 2 x 2 x 5 x 19. 7.12.1.4.2.4.5.2.1 First half of 48 from 7.12.1.4.2.7.1.1: 5 9 10 1 9 6 7 100 60 200 40 100 70 5 9 4 1 80 400 9 100 5 20 5 3 5 9 1 200 100 600 60 10 80 1 6 60 40 20 5 5 40 600 300 5 20 5 9 Total: 3439 = 19 x 181. 7.12.1.4.2.4.5.2.1.1 Odd positioned groups of 6 from 7.12.1.4.2.7.2.1: 60 9 90 60 9 7 1 40 60 9 1 10 9 20 1 100 60 90 9 90 100 60 5 1 80 1 20 1 2 60 40 90 70 5 60 10 10 5 300 1 20 7 90 9 20 5 5 9 20 5 3 60 40 60 90 70 60 3 60 40 Total: 2332 = 2 x 2 x 11 x 53. 7.12.1.4.2.4.5.2.1.2 Even positioned groups of 6 from 7.12.1.4.2.7.2.1: 90 60 9 30 1 90 200 80 30 60 9 90 100 9 60 40 400 80 200 100 40 7 1 200 40 100 7 40 100 7 10 9 7 10 1 40 90 1 90 60 2 1 90 5 60 30 5 40 100 9 1 2 600 40 60 9 1 90 90 600 Total: 4433 = 11 x 13 x 31. 7.12.1.4.2.4.5.2.2 Odd positioned groups of 3 from 7.12.1.4.2.7.2.3: 9 20 1 100 9 40 60 30 5 400 80 9 8 7 30 200 4 5 40 7 1 200 20 5 10 5 300 90 1 200 7 90 60 2 1 90 200 60 20 1 9 5 60 30 5 5 2 20 Total: 2563 = 11 x 233. 7.12.1.4.2.4.5.2.3 Even positioned groups of 3 from 7.12.1.4.2.7.2.3: 100 60 90 1 8 5 40 60 40 90 100 60 5 40 60 1 200 100 200 100 60 3 60 200 1 20 7 100 60 200 200 90 60 9 20 5 7 90 100 9 90 5 40 60 9 1 90 300 Total: 3256 = 2 x 2 x 2 x 11 x 37. 7.12.1.4.2.4.5.2.3.1 Odd positioned groups of 8 from 7.12.1.4.2.7.2.4: 60 9 90 60 9 7 90 60 9 30 1 90 1 40 60 9 1 10 200 80 30 60 9 90 80 1 20 1 2 60 40 100 7 40 100 7 40 90 70 5 60 10 10 9 7 10 1 40 20 5 3 60 40 60 100 9 1 2 600 40 90 70 60 3 60 40 60 9 1 90 90 600 Total: 4028 = 2 x 2 x 19 x 53. 7.12.1.4.2.4.5.2.3.2 Even positioned groups of 8 from 7.12.1.4.2.7.2.4: 200 90 60 200 5 4 60 10 600 40 9 1 90 70 1 80 7 30 600 40 4 9 1 100 5 90 100 60 60 40 60 20 400 20 1 30 200 4 1 10 5 70 9 100 7 90 10 5 7 20 9 1 10 1 9 20 100 9 6 5 40 1 200 100 90 600 40 1 200 100 60 40 Total: 5377 = 19 x 283. 7.12.1.4.2.4.5.2.3.2.1 Odd positioned groups of 9 from 7.12.1.4.2.7.2.4: 60 9 90 60 9 7 90 60 200 1 90 1 40 60 9 600 40 9 30 60 9 90 7 30 600 40 4 40 100 5 90 100 60 60 40 60 400 20 1 30 200 4 1 10 60 9 100 7 90 10 5 20 5 3 10 1 9 20 1 2 600 40 90 200 100 60 40 60 9 1 90 90 Total: 5258 = 2 x 11 x 239. SF: 252 = 2 x 2 x 3 x 3 x 7. 7.12.1.4.2.4.5.2.3.2.2 Even positioned groups of 9 from 7.12.1.4.2.7.2.4: 90 60 200 5 4 60 10 9 30 1 90 70 1 80 1 10 200 80 9 1 100 80 1 20 1 2 60 20 7 40 100 7 40 90 70 5 10 10 9 7 10 1 40 5 70 60 40 60 100 9 7 20 9 1 70 60 3 100 9 6 5 40 1 600 90 600 40 1 200 100 60 40 Total: 4147 = 11 x 13 x 29. 7.12.1.4.2.4.5.2.3.3 Odd positioned groups of 3 from 7.12.1.4.2.9.1.2: 60 100 1 40 5 20 60 9 90 90 60 200 5 9 1 8 5 60 5 9 10 7 100 60 90 9 10 200 10 1 400 20 1 1 10 60 20 1 2 60 40 10 100 60 200 7 3 3 9 30 1 30 60 200 Total: 2662 = 2 x 11 x 11 x 11. SF: 35 = 5 x 7. 7.12.1.4.2.4.5.2.3.3.1 Even positioned groups of 3 from 7.12.1.4.2.9.1.2: 40 60 200 8 7 60 60 9 7 90 60 200 100 60 200 200 10 1 1 9 6 200 40 100 1 9 60 70 5 10 30 200 4 10 10 9 60 40 100 1 20 1 100 60 40 1 80 5 100 9 1 5 1 200 Total: 2970 = 2 x 3 x 3 x 3 x 5 x 11. 7.12.1.4.2.4.5.2.3.3.1.1 Odd positioned groups of 4 from 7.12.1.4.2.9.2.1: 60 9 90 5 60 200 90 9 9 30 30 60 100 7 90 10 80 9 90 1 7 600 100 5 60 40 7 3 60 20 7 40 5 70 5 90 5 5 40 5 5 80 400 60 60 70 80 60 40 10 1 9 60 200 90 60 Total: 3498 = 2 x 3 x 11 x 53. 7.12.1.4.2.4.5.2.3.3.1.2 Even positioned groups of 4 from 7.12.1.4.2.9.2.1: 10 5 600 90 5 4 60 10 9 90 7 30 1 9 300 1 70 5 9 4 20 5 3 5 5 30 60 40 7 10 1 40 400 1 9 80 70 1 5 50 5 9 90 100 40 9 40 1 10 1 7 90 Total: 2563 = 11 x 233. 7.12.1.4.2.4.5.2.3.3.1.3 Odd positioned groups of 1 from 7.12.1.4.2.10.3.1: 1 4 3 9 9 5 8 4 1 9 1 90 600 4 90 100 100 90 5 9 100 9 60 20 1 40 5 200 9 5 9 5 600 200 9 100 40 90 200 8 100 60 70 7 100 20 7 9 20 9 9 100 100 90 Total: 3553 = 11 x 17 x 19. 7.12.1.4.2.4.5.2.3.3.1.4 Even positioned groups of 1 from 7.12.1.4.2.10.3.1: 100 5 40 20 40 400 7 5 200 100 9 7 200 5 90 1 600 1 40 1 5 30 200 5 70 1 5 60 5 5 20 90 90 80 600 10 1 1 10 600 60 60 60 90 5 7 20 3 5 7 600 9 60 40 Total: 4785 = 3 x 5 x 11 x 29. 7.12.1.4.2.4.5.2.3.3.2 Last half of 54 from 7.12.1.4.2.10.3.1: 200 60 9 5 5 5 9 20 5 90 600 90 200 80 9 600 100 10 40 1 90 1 200 10 8 600 100 60 60 60 70 60 7 90 100 5 20 7 7 20 9 3 20 5 9 7 9 600 100 9 100 60 90 40 Total: 4774 = 2 x 7 x 11 x 31. 7.12.1.4.2.4.5.2.3.3.2.1 First half of 54 from 7.12.1.4.2.10.3.1: 1 100 4 5 3 40 9 20 9 40 5 400 8 7 4 5 1 200 9 100 1 9 90 7 600 200 4 5 90 90 100 1 100 600 90 1 5 40 9 1 100 5 9 30 60 200 20 5 1 70 40 1 5 5 Total: 3564 = 2 x 2 x 3 x 3 x 3 x 3 x 11. 7.12.1.4.2.4.5.2.3.3.2.2 Odd positioned groups of 3 from 7.12.1.4.2.10.4.1: 60 400 30 100 60 8 5 40 200 90 600 60 9 40 9 80 600 4 300 5 20 100 60 9 20 200 100 7 90 90 3 60 10 200 60 4 1 9 5 200 40 5 5 5 80 5 3 7 60 40 9 5 40 60 Total: 4312 = 2 x 2 x 2 x 7 x 7 x 11. 7.12.1.4.2.4.5.2.3.3.2.2.1 Even positioned groups of 3 from 7.12.1.4.2.10.4.1: 9 5 2 5 40 90 100 60 3 40 60 30 70 7 40 5 80 40 1 400 1 10 90 5 60 10 40 5 9 1 1 600 90 5 40 70 9 200 70 9 9 7 1 70 4 20 5 100 1 2 70 9 600 100 Total: 3410 = 2 x 5 x 11 x 31. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.4.5.2.3.3.2.2.2 Odd positioned groups of 18 from 7.12.1.4.2.10.4.1: 60 400 30 9 5 2 100 60 8 5 40 90 5 40 200 100 60 3 300 5 20 1 400 1 100 60 9 10 90 5 20 200 100 60 10 40 1 9 5 9 200 70 200 40 5 9 9 7 5 5 80 1 70 4 Total: 3377 = 11 x 307. 7.12.1.4.2.4.5.2.3.4 Even positioned groups of 18 from 7.12.1.4.2.10.4.1: 90 600 60 40 60 30 9 40 9 70 7 40 80 600 4 5 80 40 7 90 90 5 9 1 3 60 10 1 600 90 200 60 4 5 40 70 5 3 7 20 5 100 60 40 9 1 2 70 5 40 60 9 600 100 Total: 4345 = 5 x 11 x 79. 7.12.1.4.2.4.5.2.3.5 Odd positioned groups of 2 from 7.12.1.4.2.10.4.2: 20 90 1 80 40 60 60 1 60 200 4 5 60 5 100 60 5 10 20 20 90 1 1 60 90 200 1 90 40 60 40 60 5 1 5 600 90 9 9 90 10 1 10 600 5 100 30 5 60 20 60 3 600 90 Total: 4037 = 11 x 367. SF: 378 = 2 x 3 x 3 x 3 x 7. 7.12.1.4.2.4.5.2.3.6 Even positioned groups of 2 from 7.12.1.4.2.10.4.2: 60 30 90 1 100 60 200 100 40 100 600 40 600 9 8 60 20 5 1 90 90 4 100 60 4 600 100 9 90 300 40 90 30 90 80 5 80 60 1 40 90 100 7 90 600 9 5 20 20 1 1 40 60 40 Total: 5170 = 2 x 5 x 11 x 47. SF: 65 = 5 x 13. 7.12.1.4.2.4.5.2.3.7 Odd positioned groups of 27 from 7.12.1.4.2.10.4.2: 20 90 60 30 1 80 90 1 40 60 100 60 60 1 200 100 60 200 40 100 4 5 600 40 60 5 600 100 9 40 60 90 300 40 60 40 90 5 1 30 90 5 600 80 5 90 9 80 60 9 90 1 40 10 Total: 4741 = 11 x 431. SF: 442 = 2 x 13 x 17. 7.12.1.4.2.4.5.2.3.8 Even positioned groups of 27 from 7.12.1.4.2.10.4.2: 9 100 60 8 60 5 10 20 5 20 20 1 90 90 1 90 4 1 60 100 60 90 200 4 600 1 90 1 90 100 10 600 7 90 5 100 600 9 30 5 5 20 60 20 20 1 60 3 1 40 600 90 60 40 Total: 4466 = 2 x 7 x 11 x 29. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.4.5.2.4 Odd positioned groups of 16 from 7.12.1.4.2.10.4.3: 60 400 20 90 30 9 60 30 8 5 40 60 40 90 100 60 4 5 5 10 80 40 20 5 400 1 90 1 100 60 90 4 600 90 5 1 200 60 30 90 1 9 90 9 5 9 80 60 60 40 60 20 9 1 20 1 60 9 600 90 600 100 60 40 Total: 5126 = 2 x 11 x 233. 7.12.1.4.2.4.6 Even positioned groups of 16 from 7.12.1.4.2.10.4.3: 60 3 60 200 90 600 40 100 9 40 60 5 9 70 600 9 20 200 90 200 100 60 4 600 90 5 40 60 9 1 90 300 5 9 10 1 9 7 90 100 70 4 5 100 5 3 600 9 Total: 4851 = 3 x 3 x 7 x 7 x 11. 7.12.1.4.2.4.6.1 Odd positioned groups of 3 from 7.12.1.5.3.1.2.1: 200 40 7 1 8 5 5 9 3 200 4 5 90 1 30 100 600 5 10 1 9 60 9 4 40 9 40 60 40 20 2 1 90 100 600 4 40 60 9 200 100 600 Total: 3421 = 11 x 311. SF: 322 = 2 x 7 x 23. 7.12.1.4.2.4.6.1.1 Even positioned groups of 3 from 7.12.1.5.3.1.2.1: 1 200 100 9 7 90 200 100 60 9 20 5 300 1 20 9 5 40 200 100 60 40 60 30 8 60 40 5 3 80 60 200 4 90 5 50 90 100 1 40 1 60 Total: 2563 = 11 x 233. 7.12.1.4.2.4.6.1.1.1 Odd positioned groups of 12 from 7.12.1.5.3.1.2.1: 5 9 3 200 100 60 200 4 5 9 20 5 10 1 9 200 100 60 60 9 4 40 60 30 2 1 90 60 200 4 100 600 4 90 5 50 Total: 2409 = 3 x 11 x 73. 7.12.1.4.2.4.6.1.1.1.1 Even positioned groups of 12 from 7.12.1.5.3.1.2.1: 200 40 7 1 200 100 1 8 5 9 7 90 90 1 30 300 1 20 100 600 5 9 5 40 40 9 40 8 60 40 60 40 20 5 3 80 40 60 9 90 100 1 200 100 600 40 1 60 Total: 3575 = 5 x 5 x 11 x 13. 7.12.1.4.2.4.6.1.1.1.2 Odd positioned groups of 3 from 7.12.1.5.3.1.2.2: 40 600 40 1 2 2 100 9 4 1 70 5 40 90 60 200 90 1 3 1 3 40 1 9 7 100 60 90 1 200 200 90 100 40 10 1 1 90 300 200 600 40 Total: 3542 = 2 x 7 x 11 x 23. 7.12.1.4.2.4.6.1.1.2 Even positioned groups of 3 from 7.12.1.5.3.1.2.2: 30 60 40 100 60 90 100 60 40 8 7 30 200 20 5 9 50 1 90 1 40 80 400 60 90 9 30 5 9 90 5 40 7 9 90 200 40 200 30 300 1 20 90 60 9 Total: 2915 = 5 x 11 x 53. 7.12.1.4.2.4.6.1.2 Odd positioned groups of 10 from 7.12.1.5.5.1.1.2: 200 100 1 40 70 1 5 90 60 80 1 60 40 4 5 4 5 60 5 9 600 40 5 70 5 10 1 9 3 60 40 9 60 200 4 4 9 5 9 90 10 100 9 7 40 50 1 200 100 600 Total: 3190 = 2 x 5 x 11 x 29. 7.12.1.4.2.4.6.1.3 Even positioned groups of 10 from 7.12.1.5.5.1.1.2: 200 8 5 60 8 70 60 200 90 1 1 70 5 70 80 4 5 40 90 60 200 60 1 70 60 5 1 10 60 10 90 40 5 70 200 5 3 80 40 60 40 60 9 7 30 90 1 200 100 600 60 200 100 9 6 20 9 4 600 80 Total: 4422 = 2 x 3 x 11 x 67. 7.12.1.4.2.4.6.1.4 Odd positioned groups of 11 from 7.12.1.5.5.1.1.2: 200 8 5 60 8 70 60 200 90 1 200 5 70 80 4 5 40 90 60 1 60 40 60 5 1 10 60 10 600 40 5 70 5 3 80 40 60 40 9 60 200 4 4 9 100 600 10 100 9 7 40 50 1 200 100 Total: 3949 = 11 x 359. 7.12.1.4.2.4.6.2 Even positioned groups of 11 from 7.12.1.5.5.1.1.2: 100 1 40 70 1 5 90 60 80 1 70 4 5 4 5 60 5 9 200 60 1 70 10 1 9 3 60 90 40 5 70 200 5 5 9 90 40 60 9 7 30 90 1 200 600 60 200 100 9 6 20 9 4 600 80 Total: 3663 = 3 x 3 x 11 x 37. 7.12.1.4.2.4.6.2.1 Odd positioned groups of 1 from 7.12.1.5.5.1.3.2: 200 9 1 60 4 9 5 90 9 20 1 2 40 4 5 90 5 1 5 60 9 1 100 40 70 8 10 9 1 3 30 40 9 60 60 60 200 1 Total: 1331 = 11 x 11 x 11. 7.12.1.4.2.4.6.2.1.1 Even positioned groups of 1 from 7.12.1.5.5.1.3.2: 90 40 1 40 5 7 9 5 1 20 1 600 200 70 40 8 10 9 100 1 30 40 600 5 5 200 1 10 9 60 5 60 4 40 40 30 90 Total: 2486 = 2 x 11 x 113. SF: 126 = 2 x 3 x 3 x 7. 7.12.1.4.2.4.6.2.1.2 Odd positioned groups of 5 from 7.12.1.5.5.1.4.2: 60 60 9 7 90 60 40 1 30 70 1 80 8 1 300 200 60 40 100 60 5 9 90 10 1 7 1 200 60 200 30 90 30 9 60 4 5 40 90 60 5 3 80 40 60 4 9 5 9 90 90 1 200 100 600 90 60 30 200 70 200 7 90 100 1 5 9 60 200 100 5 40 1 4 5 Total: 4851 = 3 x 3 x 7 x 7 x 11. 7.12.1.4.2.4.6.2.2 Even positioned groups of 5 from 7.12.1.5.5.1.4.2: 40 5 20 8 7 60 1 200 100 100 200 90 60 100 9 70 60 200 90 1 1 5 90 60 80 1 100 80 9 8 9 60 7 3 5 60 200 20 5 7 5 30 60 200 3 40 1 200 100 600 60 90 100 1 1 600 40 100 5 200 100 9 8 5 60 10 100 9 7 40 60 200 100 9 6 Total: 5390 = 2 x 5 x 7 x 7 x 11. 7.12.1.4.2.5 Odd positioned groups of 25 from 7.12.1.5.5.1.4.3: 5 90 7 5 9 1 5 90 60 80 5 9 90 10 1 9 1 200 100 600 60 90 60 200 10 40 9 60 200 4 40 1 200 100 600 4 9 5 9 90 5 50 60 30 5 40 60 9 7 30 40 100 5 60 50 60 200 100 9 6 5 40 1 4 5 20 9 4 600 80 400 5 100 1 9 Total: 5377 = 19 x 283. 7.12.1.4.2.5.1 Even positioned groups of 25 from 7.12.1.5.5.1.4.3: 60 40 1 30 70 5 600 80 3 60 9 100 600 100 60 200 90 60 100 9 1 80 8 1 300 30 90 30 9 60 40 60 100 60 90 1 70 5 70 80 60 200 20 5 7 4 5 40 90 60 90 60 30 200 70 5 40 80 200 200 40 1 200 100 60 100 9 8 5 60 200 7 90 100 1 Total: 5909 = 19 x 311. 7.12.1.4.2.5.1.1 Odd positioned groups of 30 from 7.12.1.5.5.1.4.3: 1 5 90 60 80 5 9 90 10 1 9 1 200 100 600 60 90 60 200 10 30 90 30 9 60 40 60 100 60 90 5 50 60 30 5 40 60 9 7 30 90 60 30 200 70 5 40 80 200 200 40 1 200 100 60 100 9 8 5 60 Total: 4104 = 2 x 2 x 2 x 3 x 3 x 3 x 19. 7.12.1.4.2.5.1.2 Even positioned groups of 30 from 7.12.1.5.5.1.4.3: 60 40 1 30 70 5 600 80 3 60 9 100 600 100 60 200 90 60 100 9 1 80 8 1 300 5 90 7 5 9 1 70 5 70 80 60 200 20 5 7 4 5 40 90 60 40 9 60 200 4 40 1 200 100 600 4 9 5 9 90 200 7 90 100 1 40 100 5 60 50 60 200 100 9 6 5 40 1 4 5 20 9 4 600 80 400 5 100 1 9 Total: 7182 = 2 x 3 x 3 x 3 x 7 x 19. 7.12.1.4.2.5.1.3 Odd positioned groups of 1 from 7.12.1.5.5.4.1.4: 60 60 20 10 9 7 100 3 60 40 600 60 60 70 90 200 1 100 8 100 60 4 9 40 30 600 600 5 40 9 60 200 60 30 90 5 500 5 1 1 100 100 100 9 70 40 200 5 9 200 100 5 90 600 1 70 80 8 5 9 100 9 100 Total: 6017 = 11 x 547. 7.12.1.4.2.5.1.3.1 Even positioned groups of 1 from 7.12.1.5.5.4.1.4: 1 40 7 80 60 5 9 5 90 200 1 200 600 20 90 1 1 80 1 70 60 6 100 3 40 200 1 70 40 60 20 60 1 100 60 90 90 200 9 80 40 60 90 100 40 90 7 7 9 60 200 80 90 200 100 3 100 60 30 7 9 200 Total: 4433 = 11 x 13 x 31. 7.12.1.4.2.5.1.3.2 Odd positioned groups of 5 from 7.12.1.5.5.4.2.2: 60 200 100 70 9 3 200 9 1 100 60 9 60 1 60 9 7 200 600 80 60 7 5 60 1 5 1 100 100 200 9 1 60 100 200 90 40 40 1 7 5 90 60 60 20 70 5 1 100 40 8 40 40 200 60 200 9 60 20 90 Total: 4103 = 11 x 373. 7.12.1.4.2.5.1.3.3 Even positioned groups of 5 from 7.12.1.5.5.4.2.2: 100 40 200 5 8 90 9 60 90 5 10 10 1 100 200 10 100 30 80 200 90 200 1 5 40 40 4 80 70 40 400 60 70 100 200 9 60 5 8 10 60 90 8 40 5 60 60 10 8 20 60 70 40 200 1 5 1 60 9 5 1 60 90 90 1 Total: 3894 = 2 x 3 x 11 x 59. 7.12.1.4.2.5.1.3.4 Odd positioned groups of 5 from 7.12.1.5.5.4.3.3: 3 5 600 80 3 1 80 70 60 200 5 9 60 7 3 7 8 5 20 60 1 9 20 1 2 1 200 100 60 200 40 1 9 60 40 80 9 90 1 40 10 1 100 1 2 30 5 40 1 200 Total: 2640 = 2 x 2 x 2 x 2 x 3 x 5 x 11. 7.12.1.4.2.5.1.3.5 Even positioned groups of 5 from 7.12.1.5.5.4.3.3: 20 20 60 9 90 100 60 200 90 10 40 5 9 600 8 9 60 40 60 40 20 1 30 1 20 60 1 9 30 1 9 4 5 5 200 4 9 5 30 5 5 9 2 1 90 100 5 200 90 60 Total: 2541 = 3 x 7 x 11 x 11. 7.12.1.4.2.5.1.3.6 Odd positioned groups of 2 from 7.12.1.5.5.4.3.6: 1 9 60 5 5 100 9 30 200 100 5 50 400 60 40 60 5 5 1 9 60 40 1 100 9 30 5 30 9 90 40 1 9 90 1 9 2 1 1 100 1 100 200 40 60 100 200 90 5 40 Total: 2618 = 2 x 7 x 11 x 17. 7.12.1.4.2.5.1.3.7 Even positioned groups of 2 from 7.12.1.5.5.4.3.6: 1 70 9 70 60 1 1 1 60 200 5 80 30 5 9 4 200 40 60 40 60 30 9 90 4 9 5 80 1 40 100 1 600 90 5 9 90 10 1 2 600 40 1 70 100 5 60 30 1 200 Total: 3289 = 11 x 13 x 23. 7.12.1.4.2.5.1.3.8 Odd positioned groups of 1 from 7.12.1.5.5.4.4.1: 60 60 20 10 9 7 100 3 60 40 600 60 60 70 90 200 1 100 8 100 60 4 9 40 30 600 600 5 40 9 60 200 60 30 90 5 500 5 1 1 100 100 100 9 70 40 200 5 9 200 100 5 90 600 1 70 80 8 5 9 100 9 100 Total: 6017 = 11 x 547. 7.12.1.4.2.5.1.3.8.1 Even positioned groups of 1 from 7.12.1.5.5.4.4.1: 1 40 7 80 60 5 9 5 90 200 1 200 600 20 90 1 1 80 1 70 60 6 100 3 40 200 1 70 40 60 20 60 1 100 60 90 90 200 9 80 40 60 90 100 40 90 7 7 9 60 200 80 90 200 100 3 100 60 30 7 9 200 Total: 4433 = 11 x 13 x 31. 7.12.1.4.2.5.1.3.8.2 Odd positioned groups of 5 from 7.12.1.5.5.4.4.2: 60 200 100 70 9 3 200 9 1 100 60 9 60 1 60 9 7 200 600 80 60 7 5 60 1 5 1 100 100 200 9 1 60 100 200 90 40 40 1 7 5 90 60 60 20 70 5 1 100 40 8 40 40 200 60 200 9 60 20 90 Total: 4103 = 11 x 373. 7.12.1.4.2.5.1.3.8.3 Even positioned groups of 5 from 7.12.1.5.5.4.4.2: 100 40 200 5 8 90 9 60 90 5 10 10 1 100 200 10 100 30 80 200 90 200 1 5 40 40 4 80 70 40 400 60 70 100 200 9 60 5 8 10 60 90 8 40 5 60 60 10 8 20 60 70 40 200 1 5 1 60 9 5 1 60 90 90 1 Total: 3894 = 2 x 3 x 11 x 59. 7.12.1.4.2.5.1.3.8.3.1 Odd positioned groups of 30 from 7.12.1.5.5.5.3.2: 60 100 9 1 80 8 7 90 5 200 10 1 9 4 60 8 7 90 70 60 200 90 1 200 100 7 90 60 40 90 1 1 200 7 8 5 20 7 70 9 5 9 5 80 9 90 1 40 60 200 3 40 60 200 2 1 90 9 20 5 Total: 3014 = 2 x 11 x 137. 7.12.1.4.2.5.1.3.8.3.2 Even positioned groups of 30 from 7.12.1.5.5.5.3.2: 200 40 8 200 90 60 9 100 7 1 40 100 60 40 4 5 9 90 60 500 5 90 8 5 5 100 60 1 9 30 Total: 1936 = 2 x 2 x 2 x 2 x 11 x 11. 7.12.1.4.2.5.1.3.8.3.3 Odd positioned groups of 8 from 7.12.1.5.5.5.5.1: 60 100 60 200 20 8 10 200 60 9 5 600 60 9 9 40 1 80 200 90 100 7 9 8 7 3 600 40 70 5 1 70 60 200 20 60 60 100 1 9 7 70 9 1 60 40 5 30 200 60 10 1 9 90 5 200 90 10 1 2 600 40 1 70 Total: 4862 = 2 x 11 x 13 x 17. 7.12.1.4.2.5.1.3.8.3.3.1 Even positioned groups of 8 from 7.12.1.5.5.5.5.1: 9 70 7 90 100 60 3 5 100 600 200 90 80 70 60 200 100 60 60 40 40 8 90 4 600 40 60 1 70 5 40 100 100 60 60 200 90 60 7 8 9 90 40 100 90 200 200 100 200 30 100 1 600 90 5 9 Total: 5511 = 3 x 11 x 167. 7.12.1.4.2.5.1.3.8.3.3.2 Odd positioned groups of 30 from 7.12.1.5.5.5.5.1: 60 100 60 200 20 8 10 200 9 70 7 90 100 60 3 5 60 9 5 600 60 9 9 40 100 600 200 90 80 70 70 5 40 100 60 200 20 60 60 100 1 9 100 60 60 200 90 60 7 8 7 70 9 1 60 40 5 30 9 90 Total: 4565 = 5 x 11 x 83. 7.12.1.4.2.5.1.3.8.3.4 Even positioned groups of 30 from 7.12.1.5.5.5.5.1: 60 200 1 80 200 90 100 7 9 8 100 60 60 40 40 8 90 4 7 3 600 40 70 5 1 70 600 40 60 1 40 100 90 200 200 100 200 60 10 1 9 90 5 200 200 30 100 1 600 90 5 9 90 10 1 2 600 40 1 70 Total: 5808 = 2 x 2 x 2 x 2 x 3 x 11 x 11. 7.12.1.4.2.5.1.3.8.4 Last half of 60 from 7.12.1.5.5.5.5.1: 70 5 40 100 60 200 20 60 60 100 1 9 100 60 60 200 90 60 7 8 7 70 9 1 60 40 5 30 9 90 40 100 90 200 200 100 200 60 10 1 9 90 5 200 200 30 100 1 600 90 5 9 90 10 1 2 600 40 1 70 Total: 4785 = 3 x 5 x 11 x 29. 7.12.1.4.2.5.1.3.8.4.1 First half of 60 from 7.12.1.5.5.5.5.1: 60 100 60 200 20 8 10 200 9 70 7 90 100 60 3 5 60 9 5 600 60 9 9 40 100 600 200 90 80 70 60 200 1 80 200 90 100 7 9 8 100 60 60 40 40 8 90 4 7 3 600 40 70 5 1 70 600 40 60 1 Total: 5588 = 2 x 2 x 11 x 127. 7.12.1.4.2.5.1.3.8.4.2 Odd positioned groups of 12 from 7.12.1.5.5.5.5.2: 9 90 20 20 90 3 80 3 90 60 1 200 90 20 60 40 200 100 90 200 5 9 5 60 40 1 9 100 60 400 200 70 60 200 30 1 4 9 5 80 1 40 1 9 40 1 600 4 1 9 2 1 1 100 1 100 200 40 60 100 Total: 4125 = 3 x 5 x 5 x 5 x 11. 7.12.1.4.2.5.1.4 Even positioned groups of 12 from 7.12.1.5.5.5.5.2: 1 40 40 5 7 60 80 100 60 9 5 9 100 60 10 1 60 200 90 10 70 60 1 200 5 30 5 9 100 5 60 100 4 200 70 60 90 100 40 60 200 10 5 20 9 5 200 100 20 40 9 5 5 50 600 40 40 1 9 90 Total: 3674 = 2 x 11 x 167. 7.12.1.4.2.5.1.4.1 Last half of 50 from 7.12.1.5.5.5.7.2: 60 40 1 30 70 3 5 600 80 3 40 1 200 100 600 1 80 70 60 200 8 7 90 5 100 60 200 90 9 40 1 40 100 60 40 60 200 40 1 70 60 7 3 5 30 5 100 5 1 70 Total: 3751 = 11 x 11 x 31. 7.12.1.4.2.5.1.4.1.1 First half of 50 from 7.12.1.5.5.5.7.2: 70 60 100 60 200 60 90 100 60 200 5 90 8 5 10 5 9 70 5 100 1 200 100 60 200 40 9 60 200 4 200 40 1 200 100 40 10 1 9 5 200 600 40 200 30 9 5 2 20 1 Total: 3894 = 2 x 3 x 11 x 59. 7.12.1.4.2.5.1.4.1.2 Odd positioned groups of 26 from 7.12.1.5.5.5.7.3: 200 90 60 400 20 60 7 1 40 100 60 40 4 5 5 9 90 4 5 60 7 3 100 5 1 70 5 200 40 100 1 9 90 200 40 1 10 1 9 5 9 90 5 50 5 40 60 9 5 2 20 1 Total: 2453 = 11 x 223. SF: 234 = 2 x 3 x 3 x 13. SF: 21 = 3 x 7. 7.12.1.4.2.5.1.4.1.2.1 Even positioned groups of 26 from 7.12.1.5.5.5.7.3: 90 10 1 9 100 60 40 1 5 600 80 3 60 9 90 60 200 90 10 1 80 70 60 200 5 100 60 400 20 60 30 1 100 60 90 100 60 200 5 10 1 9 1 70 60 5 1 1 200 100 60 200 Total: 3938 = 2 x 11 x 179. 7.12.1.4.2.5.1.4.1.2.1.1 Odd positioned groups of 1 from 7.12.1.5.5.5.7.5: 40 200 600 60 90 1 70 200 100 1 8 90 100 200 1 5 90 5 7 5 600 5 70 100 1 5 8 10 9 70 5 70 100 1 30 1 100 200 10 9 9 5 5 600 200 60 5 60 5 20 Total: 4246 = 2 x 11 x 193. 7.12.1.4.2.5.1.4.1.2.1.1.1 Even positioned groups of 1 from 7.12.1.5.5.5.7.5: 1 100 100 200 10 80 60 60 9 80 7 5 60 40 70 9 4 60 3 30 40 9 5 5 70 90 5 1 1 60 9 5 60 9 1 200 60 40 1 5 90 50 200 40 30 30 40 9 2 1 Total: 2156 = 2 x 2 x 7 x 7 x 11. 7.12.1.4.2.5.1.4.1.2.1.1.2 Odd positioned groups of 2 from 7.12.1.5.5.5.7.5: 40 1 600 100 90 10 70 60 100 9 8 7 100 60 1 70 90 4 7 3 600 40 70 5 1 70 8 5 9 1 5 9 100 60 30 1 100 60 10 1 9 90 5 200 200 30 5 40 5 2 Total: 3201 = 3 x 11 x 97. 7.12.1.4.2.5.1.4.1.2.1.2 Even positioned groups of 2 from 7.12.1.5.5.5.7.5: 200 100 60 200 1 80 200 60 1 80 90 5 200 40 5 9 5 60 5 30 5 9 100 5 5 90 10 1 70 60 70 5 1 9 1 200 200 40 9 5 5 50 600 40 60 30 60 9 20 1 Total: 3201 = 3 x 11 x 97. 7.12.1.4.2.5.1.4.1.2.2 Odd positioned groups of 14 from 7.12.1.5.6.3.2.2: 40 5 100 1 40 5 9 4 30 40 9 5 7 10 200 100 100 9 5 1 40 90 100 7 3 100 1 60 100 60 5 60 90 5 60 40 200 60 100 1 40 10 200 5 600 10 20 200 9 1 1 90 40 5 1 1 Total: 3135 = 3 x 5 x 11 x 19. 7.12.1.4.2.5.1.4.2 Even positioned groups of 14 from 7.12.1.5.6.3.2.2: 20 5 5 200 40 1 9 600 9 70 30 5 7 40 8 40 5 1 40 5 1 2 60 9 80 10 40 1 60 200 60 60 60 100 60 200 90 30 2 40 5 60 70 4 40 40 90 300 30 30 2 1 5 9 9 3 Total: 3003 = 3 x 7 x 11 x 13. 7.12.1.4.2.5.2 Last half of 56 from 7.12.1.5.6.3.2.2: 100 60 5 60 90 5 60 40 200 60 100 1 40 10 60 200 60 60 60 100 60 200 90 30 2 40 5 60 200 5 600 10 20 200 9 1 1 90 40 5 1 1 70 4 40 40 90 300 30 30 2 1 5 9 9 3 Total: 3674 = 2 x 11 x 167. 7.12.1.4.2.5.3 First half of 56 from 7.12.1.5.6.3.2.2: 40 5 100 1 40 5 9 4 30 40 9 5 7 10 20 5 5 200 40 1 9 600 9 70 30 5 7 40 200 100 100 9 5 1 40 90 100 7 3 100 1 60 8 40 5 1 40 5 1 2 60 9 80 10 40 1 Total: 2464 = 2 x 2 x 2 x 2 x 2 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.5.3.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.1: 200 600 9 200 40 3 40 1 200 3 1 100 8 20 30 40 60 100 20 100 7 7 60 5 600 100 5 80 100 40 40 7 9 100 5 1 20 40 1 9 1 100 40 60 60 10 6 40 70 4 5 60 90 9 1 1 100 30 100 30 Total: 3828 = 2 x 2 x 3 x 11 x 29. 7.12.1.4.2.5.3.1.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.1: 100 40 1 100 5 40 100 9 5 5 200 7 1 30 600 4 90 9 5 1 9 90 40 10 40 60 1 1 60 4 9 90 90 60 70 200 7 100 100 1 200 60 30 200 40 20 60 1 60 90 100 5 1 20 2 400 5 60 9 5 Total: 3762 = 2 x 3 x 3 x 11 x 19. 7.12.1.4.2.5.3.1.2 Odd positioned groups of 3 from 7.12.1.5.6.3.3.1: 200 100 600 200 100 40 40 100 1 3 5 1 8 1 20 40 4 60 20 5 100 7 90 60 600 40 100 80 1 100 40 9 7 100 60 5 20 7 40 9 1 1 40 30 60 10 20 6 70 60 4 60 5 90 1 2 1 30 60 100 Total: 3674 = 2 x 11 x 167. 7.12.1.4.2.5.3.1.2.1 Even positioned groups of 3 from 7.12.1.5.6.3.3.1: 40 9 1 5 3 40 9 200 5 200 100 7 30 30 600 90 100 9 1 7 9 40 5 10 60 5 1 60 40 4 90 9 90 70 1 200 100 1 100 200 100 60 200 60 40 60 40 1 90 5 100 1 9 20 400 100 5 9 30 5 Total: 3916 = 2 x 2 x 11 x 89. SF: 104 = 2 x 2 x 2 x 13. 7.12.1.4.2.5.3.1.2.1.1 Odd positioned groups of 24 from 7.12.1.5.6.3.3.1: 8 1 20 30 30 600 40 4 60 90 100 9 20 5 100 1 7 9 7 90 60 40 5 10 20 7 40 100 1 100 9 1 1 200 100 60 40 30 60 200 60 40 10 20 6 60 40 1 Total: 2552 = 2 x 2 x 2 x 11 x 29. 7.12.1.4.2.5.3.1.2.1.2 Even positioned groups of 24 from 7.12.1.5.6.3.3.1: 200 100 600 40 9 1 200 100 40 5 3 40 40 100 1 9 200 5 3 5 1 200 100 7 600 40 100 60 5 1 80 1 100 60 40 4 40 9 7 90 9 90 100 60 5 70 1 200 70 60 4 90 5 100 60 5 90 1 9 20 1 2 1 400 100 5 30 60 100 9 30 5 Total: 5038 = 2 x 11 x 229. 7.12.1.4.2.5.3.1.2.2 Odd positioned groups of 15 from 7.12.1.5.6.3.3.2: 60 40 5 100 60 10 40 60 300 60 9 90 7 9 20 1 7 30 100 5 1 70 2 2 1 40 5 9 7 90 30 30 60 200 5 9 90 30 60 5 2 1 20 5 9 30 1 90 8 1 40 9 200 9 40 1 5 3 10 1 Total: 2244 = 2 x 2 x 3 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.4.2.5.3.2 Even positioned groups of 15 from 7.12.1.5.6.3.3.2: 20 5 3 5 60 9 90 1 600 100 5 5 90 3 9 1 100 40 1 8 5 2 2 1 40 60 200 40 100 40 60 200 40 5 70 80 1 40 100 60 40 60 7 40 9 4 9 200 100 600 1 5 3 5 40 70 9 70 1 1 Total: 3575 = 5 x 5 x 11 x 13. 7.12.1.4.2.5.3.2.1 Odd positioned groups of 20 from 7.12.1.5.6.3.3.2: 10 40 60 300 60 9 90 7 9 20 1 100 40 1 8 5 2 2 1 40 60 200 40 5 70 80 1 40 100 60 40 60 7 40 9 30 30 60 200 5 70 9 70 1 1 30 1 90 8 1 40 9 200 9 40 1 5 3 10 1 Total: 2541 = 3 x 7 x 11 x 11. 7.12.1.4.2.5.3.2.2 Even positioned groups of 20 from 7.12.1.5.6.3.3.2: 20 5 3 5 60 9 90 1 600 100 5 5 90 3 9 60 40 5 100 60 60 200 40 100 40 1 7 30 100 5 1 70 2 2 1 40 5 9 7 90 9 90 30 60 5 2 1 20 5 9 4 9 200 100 600 1 5 3 5 40 Total: 3278 = 2 x 11 x 149. 7.12.1.4.2.5.3.2.3 Odd positioned groups of 40 from 7.12.1.5.6.3.3.2: 20 5 3 5 60 9 90 1 600 100 5 5 90 3 9 60 40 5 100 60 10 40 60 300 60 9 90 7 9 20 1 100 40 1 8 5 2 2 1 40 9 90 30 60 5 2 1 20 5 9 4 9 200 100 600 1 5 3 5 40 70 9 70 1 1 30 1 90 8 1 40 9 200 9 40 1 5 3 10 1 Total: 3872 = 2 x 2 x 2 x 2 x 2 x 11 x 11. 7.12.1.4.2.5.3.2.3.1 Even positioned groups of 40 from 7.12.1.5.6.3.3.2: 60 200 40 100 40 1 7 30 100 5 1 70 2 2 1 40 5 9 7 90 60 200 40 5 70 80 1 40 100 60 40 60 7 40 9 30 30 60 200 5 Total: 1947 = 3 x 11 x 59. 7.12.1.4.2.5.3.2.3.1.1 Odd positioned groups of 5 from 7.12.1.5.6.3.3.3: 200 100 600 40 20 200 100 60 9 90 5 40 5 100 60 9 20 1 100 60 8 5 20 5 100 30 600 40 100 60 40 9 7 90 60 100 60 70 80 1 1 30 60 200 5 5 9 4 9 6 600 1 70 60 4 90 1 2 1 400 Total: 4862 = 2 x 11 x 13 x 17. 7.12.1.4.2.5.3.2.3.1.2 Even positioned groups of 5 from 7.12.1.5.6.3.3.3: 5 3 5 9 1 9 60 200 5 3 1 200 100 7 10 90 100 9 40 1 5 10 40 1 7 100 5 1 70 5 200 40 5 9 90 9 30 1 100 9 1 200 100 60 9 60 40 1 200 100 9 20 1 30 1 8 1 40 9 100 Total: 2585 = 5 x 11 x 47. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.4.2.5.3.2.3.2 Odd positioned groups of 40 from 7.12.1.5.6.3.3.3: 200 100 600 40 20 5 3 5 9 1 200 100 60 9 90 9 60 200 5 3 5 40 5 100 60 1 200 100 7 10 9 20 1 100 60 90 100 9 40 1 1 30 60 200 5 1 200 100 60 9 5 9 4 9 6 60 40 1 200 100 600 1 70 60 4 9 20 1 30 1 90 1 2 1 400 8 1 40 9 100 Total: 5225 = 5 x 5 x 11 x 19. 7.12.1.4.2.5.3.2.3.2.1 Even positioned groups of 40 from 7.12.1.5.6.3.3.3: 8 5 20 5 100 5 10 40 1 7 30 600 40 100 60 100 5 1 70 5 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 9 30 1 100 9 Total: 2222 = 2 x 11 x 101. 7.12.1.4.2.5.3.2.3.2.1.1 Odd positioned groups of 2 from 7.12.1.5.6.3.3.4: 1 40 40 600 5 40 9 90 60 300 20 30 90 7 40 4 2 1 9 7 200 40 40 1 2 2 100 60 5 9 40 5 200 100 60 20 100 7 30 60 60 200 1 20 10 20 3 5 100 60 9 70 1 5 200 9 100 9 5 3 Total: 3366 = 2 x 3 x 3 x 11 x 17. 7.12.1.4.2.5.3.2.3.2.1.2 Even positioned groups of 2 from 7.12.1.5.6.3.3.4: 5 3 100 5 100 1 3 40 8 1 60 9 30 600 1 2 40 7 90 60 100 60 80 1 1 40 40 4 7 90 70 1 60 40 7 40 40 90 40 30 5 2 60 40 90 5 40 5 5 70 1 90 30 60 40 1 30 5 10 1 Total: 2596 = 2 x 2 x 11 x 59. 7.12.1.4.2.5.3.2.3.2.2 Odd positioned groups of 12 from 7.12.1.5.6.3.3.4: 9 90 3 40 60 300 8 1 20 30 60 9 9 7 90 60 200 40 100 60 40 1 80 1 40 5 70 1 200 100 60 40 60 20 7 40 1 20 60 40 10 20 90 5 3 5 40 5 200 9 40 1 100 9 30 5 5 3 10 1 Total: 2673 = 3 x 3 x 3 x 3 x 3 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.5.3.2.3.2.2.1 Even positioned groups of 12 from 7.12.1.5.6.3.3.4: 1 40 5 3 40 600 100 5 5 40 100 1 90 7 30 600 40 4 1 2 2 1 40 7 2 2 1 40 100 60 40 4 5 9 7 90 100 7 40 90 30 60 40 30 60 200 5 2 100 60 5 70 9 70 1 90 1 5 30 60 Total: 3289 = 11 x 13 x 23. 7.12.1.4.2.5.3.2.3.2.2.2 Odd positioned groups of 24 from 7.12.1.5.6.3.3.4: 90 7 30 600 40 4 1 2 2 1 40 7 9 7 90 60 200 40 100 60 40 1 80 1 100 7 40 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 90 5 3 5 40 5 Total: 2475 = 3 x 3 x 5 x 5 x 11. 7.12.1.4.2.5.3.2.3.2.2.2.1 Even positioned groups of 24 from 7.12.1.5.6.3.3.4: 1 40 5 3 40 600 100 5 5 40 100 1 9 90 3 40 60 300 8 1 20 30 60 9 2 2 1 40 100 60 40 4 5 9 7 90 40 5 70 1 200 100 60 40 60 20 7 40 100 60 5 70 9 70 1 90 1 5 30 60 200 9 40 1 100 9 30 5 5 3 10 1 Total: 3487 = 11 x 317. 7.12.1.4.2.5.3.2.3.2.2.2.2 Odd positioned groups of 12 from 7.12.1.5.6.3.3.5: 60 9 90 1 40 5 3 40 600 100 5 5 40 5 100 60 1 200 100 7 10 40 60 300 40 9 7 90 60 200 40 5 9 90 100 60 20 7 40 100 7 40 9 30 1 100 9 1 40 30 60 200 5 2 1 20 60 40 10 20 Total: 3443 = 11 x 313. 7.12.1.4.2.5.3.2.3.2.2.3 Even positioned groups of 12 from 7.12.1.5.6.3.3.5: 200 100 600 40 20 5 3 5 9 1 200 100 40 100 1 9 90 3 9 60 200 5 3 5 8 1 20 30 60 9 90 7 30 600 40 4 70 80 1 40 5 70 1 200 100 60 40 60 30 60 200 5 1 200 100 60 9 90 30 60 Total: 4279 = 11 x 389. 7.12.1.4.2.5.3.2.3.2.2.4 Odd positioned groups of 40 from 7.12.1.5.6.3.3.5: 200 100 600 40 20 5 3 5 9 1 200 100 60 9 90 1 40 5 3 40 600 100 5 5 40 100 1 9 90 3 9 60 200 5 3 5 40 5 100 60 100 60 40 60 20 7 40 100 7 40 9 30 1 100 9 1 30 60 200 5 1 200 100 60 9 90 30 60 40 30 60 200 5 2 1 20 60 40 10 20 Total: 4928 = 2 x 2 x 2 x 2 x 2 x 2 x 7 x 11. 7.12.1.4.2.5.3.2.3.2.3 Even positioned groups of 40 from 7.12.1.5.6.3.3.5: 1 200 100 7 10 40 60 300 8 1 20 30 60 9 90 7 30 600 40 4 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 40 5 70 1 200 Total: 2794 = 2 x 11 x 127. SF: 140 = 2 x 2 x 5 x 7. 7.12.1.4.2.5.3.2.3.2.3.1 Odd positioned groups of 5 from 7.12.1.5.6.3.4.6: 7 5 9 90 10 9 60 40 5 70 40 5 9 3 1 9 1 300 200 100 7 30 9 600 100 7 3 5 30 60 20 60 40 7 100 80 60 200 40 1 10 1 40 600 4 90 5 40 60 9 300 600 40 7 30 Total: 4268 = 2 x 2 x 11 x 97. SF: 112 = 2 x 2 x 2 x 2 x 7. 7.12.1.4.2.5.3.2.3.2.3.2 Even positioned groups of 5 from 7.12.1.5.6.3.4.6: 5 300 1 20 30 9 90 7 30 60 80 60 100 9 4 60 40 10 1 8 1 9 100 60 200 40 60 2 1 20 60 9 5 100 7 200 100 60 40 5 5 100 7 40 5 7 90 60 200 90 Total: 2607 = 3 x 11 x 79. 7.12.1.4.2.5.3.2.3.2.3.3 Last half of 45 from 7.12.1.5.6.4.1.1: 2 60 40 100 60 4 200 90 1 1 10 1 9 5 40 600 40 100 60 40 40 1 60 40 10 7 8 9 60 9 600 90 4 5 10 3 60 40 1 20 20 60 200 90 5 Total: 2915 = 5 x 11 x 53. 7.12.1.4.2.5.3.2.3.2.3.4 First half of 45 from 7.12.1.5.6.4.1.1: 100 60 90 1 9 5 300 60 1 200 8 1 9 1 200 100 60 40 2 1 9 9 60 200 5 3 60 200 90 9 3 5 90 600 90 90 100 1 200 80 60 40 5 20 1 Total: 3278 = 2 x 11 x 149. 7.12.1.4.2.5.3.2.3.2.4 Odd positioned groups of 5 from 7.12.1.5.6.4.1.2: 10 1 9 6 7 60 80 5 9 90 40 20 5 3 5 600 60 4 5 7 9 4 600 40 4 90 100 7 50 5 40 100 1 20 200 10 1 100 1 2 600 40 5 20 5 Total: 3080 = 2 x 2 x 2 x 5 x 7 x 11. 7.12.1.4.2.5.3.2.3.2.4.1 Even positioned groups of 5 from 7.12.1.5.6.4.1.2: 20 5 3 5 9 100 60 40 5 3 80 1 2 2 1 40 1 200 7 100 600 8 7 100 600 40 10 40 5 9 5 4 200 90 1 1 90 60 9 200 1 9 30 1 100 Total: 2904 = 2 x 2 x 2 x 3 x 11 x 11. 7.12.1.4.2.5.3.2.3.2.4.2 Last half of 45 from 7.12.1.5.6.4.1.2: 9 4 600 40 4 40 10 40 5 9 90 100 7 50 5 5 4 200 90 1 40 100 1 20 200 1 90 60 9 200 10 1 100 1 2 1 9 30 1 100 600 40 5 20 5 Total: 2959 = 11 x 269. SF: 280 = 2 x 2 x 2 x 5 x 7. 7.12.1.4.2.5.3.2.3.2.4.2.1 First half of 45 from 7.12.1.5.6.4.1.2: 20 5 3 5 9 10 1 9 6 7 100 60 40 5 3 60 80 5 9 90 80 1 2 2 1 40 20 5 3 5 40 1 200 7 100 600 60 4 5 7 600 8 7 100 600 Total: 3025 = 5 x 5 x 11 x 11. 7.12.1.4.2.5.3.2.3.2.4.2.2 Odd positioned groups of 3 from 7.12.1.5.6.4.2.1: 90 1 100 7 100 60 40 60 40 200 100 5 9 7 90 100 60 5 5 70 5 9 60 200 200 100 40 9 50 1 100 10 3 40 60 4 40 100 60 400 9 90 80 1 30 Total: 2850 = 2 x 3 x 5 x 5 x 19. 7.12.1.4.2.5.3.2.3.2.4.3 Even positioned groups of 3 from 7.12.1.5.6.4.2.1: 60 20 1 600 40 2 90 70 80 200 1 2 80 70 60 200 9 90 300 7 90 80 9 90 4 1 1 10 40 1 5 1 200 1 3 60 60 30 600 200 8 80 30 40 3 Total: 3629 = 19 x 191. SF: 210 = 2 x 3 x 5 x 7. 7.12.1.4.2.5.3.2.3.2.4.4 Last half of 45 from 7.12.1.5.6.4.2.2: 5 200 100 600 40 9 600 40 10 1 5 300 1 20 7 40 1 200 100 600 1 9 1 70 7 1 200 100 60 10 40 90 600 90 60 5 60 60 9 1 5 100 1 100 600 Total: 5159 = 7 x 11 x 67. 7.12.1.4.2.5.3.2.4 First half of 45 from 7.12.1.5.6.4.2.2: 70 1 80 1 2 200 100 60 200 5 8 7 90 1 40 60 300 7 100 7 9 70 80 5 90 600 40 60 200 40 600 9 7 90 60 40 20 30 600 40 40 60 9 4 5 Total: 4147 = 11 x 13 x 29. 7.12.1.4.2.5.3.2.4.1 Odd positioned groups of 1 from 7.12.1.5.6.4.3.2: 60 200 9 80 90 200 5 600 60 60 2 80 2 1 20 3 9 60 40 60 7 600 7 60 1 1 5 5 200 1 1 100 1 1 7 1 60 1 100 100 20 600 100 40 1 40 1 60 Total: 3762 = 2 x 3 x 3 x 11 x 19. 7.12.1.4.2.5.3.2.4.2 Even positioned groups of 1 from 7.12.1.5.6.4.3.2: 40 1 70 5 2 100 80 40 200 40 1 1 2 40 5 5 9 200 70 9 90 9 90 200 10 9 40 4 90 40 200 10 9 70 3 3 40 200 60 1 200 40 60 40 60 10 90 9 Total: 2607 = 3 x 11 x 79. 7.12.1.4.2.5.3.2.4.2.1 Odd positioned groups of 6 from 7.12.1.5.6.4.3.2: 60 40 200 1 9 70 5 80 600 40 60 200 2 2 1 40 20 5 40 70 60 9 7 90 1 10 1 9 5 40 1 200 100 10 1 9 60 40 1 200 100 60 100 60 40 40 1 60 Total: 2860 = 2 x 2 x 5 x 11 x 13. 7.12.1.4.2.5.3.2.4.2.1.1 Even positioned groups of 6 from 7.12.1.5.6.4.3.2: 80 5 90 2 200 100 60 40 2 1 80 1 3 5 9 9 60 200 600 9 7 90 60 200 5 4 200 90 1 40 1 70 7 3 1 3 100 1 20 200 600 40 40 10 1 90 60 9 Total: 3509 = 11 x 11 x 29. 7.12.1.4.2.5.3.2.4.2.1.1.1 Odd positioned groups of 24 from 7.12.1.5.6.4.3.2: 60 40 200 1 9 70 80 5 90 2 200 100 5 80 600 40 60 200 60 40 2 1 80 1 1 10 1 9 5 40 5 4 200 90 1 40 1 200 100 10 1 9 1 70 7 3 1 3 Total: 2838 = 2 x 3 x 11 x 43. 7.12.1.4.2.5.3.2.4.2.1.1.2 Even positioned groups of 24 from 7.12.1.5.6.4.3.2: 2 2 1 40 20 5 3 5 9 9 60 200 40 70 60 9 7 90 600 9 7 90 60 200 60 40 1 200 100 60 100 1 20 200 600 40 100 60 40 40 1 60 40 10 1 90 60 9 Total: 3531 = 3 x 11 x 107. 7.12.1.4.2.5.3.2.4.2.1.2 Odd positioned groups of 4 from 7.12.1.5.6.4.4.1: 60 200 5 100 3 5 9 10 90 1 40 100 3 60 80 5 9 1 200 100 9 90 90 600 5 200 100 600 4 1 9 600 40 10 40 5 100 60 200 8 1 100 1 2 400 9 90 30 20 5 3 60 60 200 90 5 Total: 4928 = 2 x 2 x 2 x 2 x 2 x 2 x 7 x 11. 7.12.1.4.2.5.3.2.4.2.2 Even positioned groups of 4 from 7.12.1.5.6.4.4.1: 600 40 20 5 2 7 8 7 60 90 70 80 9 90 8 1 5 70 5 80 90 90 100 1 40 9 60 200 60 40 100 60 9 90 100 7 5 60 200 10 60 9 1 80 5 100 1 100 40 1 20 20 Total: 3025 = 5 x 5 x 11 x 11. 7.12.1.4.2.5.3.2.4.2.3 Odd positioned groups of 36 from 7.12.1.5.6.4.4.1: 60 200 5 100 600 40 20 5 3 5 9 10 2 7 8 7 90 1 40 100 60 90 70 80 3 60 80 5 9 90 8 1 9 1 200 100 100 60 200 8 5 60 200 10 1 100 1 2 60 9 1 80 400 9 90 30 5 100 1 100 20 5 3 60 40 1 20 20 60 200 90 5 Total: 4334 = 2 x 11 x 197. SF: 210 = 2 x 3 x 5 x 7. 7.12.1.4.2.5.3.2.4.2.3.1 Even positioned groups of 36 from 7.12.1.5.6.4.4.1: 5 70 5 80 9 90 90 600 90 90 100 1 5 200 100 600 40 9 60 200 4 1 9 600 60 40 100 60 40 10 40 5 9 90 100 7 Total: 3619 = 7 x 11 x 47. SF: 65 = 5 x 13. 7.12.1.4.2.5.3.2.4.2.3.2 Odd positioned groups of 3 from 7.12.1.6.1.1.2.1: 40 60 90 10 5 90 1 9 90 1 70 1 60 200 40 70 5 60 200 90 60 5 9 80 1 600 90 9 1 5 2 1 80 60 40 60 1 9 30 60 200 9 9 1 40 90 100 40 9 5 40 30 5 70 90 80 1 200 90 5 60 100 60 5 600 90 1 9 5 1 30 40 Total: 4510 = 2 x 5 x 11 x 41. 7.12.1.4.2.5.3.2.4.2.4 Even positioned groups of 3 from 7.12.1.6.1.1.2.1: 600 90 5 1 70 60 20 60 40 90 100 7 100 9 60 9 300 1 400 5 70 9 40 1 100 30 20 90 60 30 20 5 40 40 7 3 1 200 100 30 1 100 1 90 5 60 9 4 100 40 7 1 9 6 7 9 60 9 9 200 40 7 40 100 9 8 200 4 80 1 300 5 Total: 4444 = 2 x 2 x 11 x 101. 7.12.1.4.2.5.3.2.4.2.4.1 Odd positioned groups of 3 from 7.12.1.6.1.1.2.2: 80 3 60 40 5 4 9 8 60 200 30 5 9 100 10 100 9 80 20 60 200 5 10 100 5 8 1 5 4 5 5 3 60 200 100 200 100 9 1 60 40 9 200 100 100 600 600 5 80 9 90 5 30 60 20 5 90 60 40 9 100 7 40 100 5 5 8 5 600 3 60 90 Total: 5148 = 2 x 2 x 3 x 3 x 11 x 13. 7.12.1.4.2.5.3.2.4.2.4.2 Even positioned groups of 3 from 7.12.1.6.1.1.2.2: 9 100 9 600 90 60 40 8 1 9 1 100 1 1 40 9 90 1 90 1 70 60 100 60 200 60 100 40 60 40 30 90 1 40 7 1 1 9 100 7 80 60 60 50 9 70 1 80 9 9 90 40 100 5 100 200 100 60 90 100 3 60 200 5 30 60 90 20 5 7 20 9 Total: 4158 = 2 x 3 x 3 x 3 x 7 x 11. 7.12.1.4.2.5.3.2.5 Odd positioned groups of 16 from 7.12.1.6.1.1.2.2: 80 3 60 9 100 9 40 5 4 600 90 60 9 8 60 40 80 9 90 1 20 60 200 90 1 70 5 10 100 60 100 60 90 1 200 100 200 40 7 1 100 9 1 1 9 100 60 40 80 9 90 9 9 90 5 30 60 40 100 5 20 5 90 100 5 5 30 60 8 5 600 90 20 5 3 60 90 7 20 9 Total: 4851 = 3 x 3 x 7 x 7 x 11. 7.12.1.4.2.5.3.2.5.1 Even positioned groups of 16 from 7.12.1.6.1.1.2.2: 8 1 200 30 5 9 1 100 9 100 10 1 1 40 100 9 5 8 1 200 60 100 5 4 5 40 60 40 5 3 60 30 9 7 80 60 200 100 100 60 50 9 600 600 5 70 1 80 200 100 60 40 9 60 90 100 100 7 40 3 60 200 100 5 Total: 4455 = 3 x 3 x 3 x 3 x 5 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.5.3.2.5.1.1 Odd positioned groups of 4 from 7.12.1.6.1.1.2.3: 40 60 90 600 90 70 60 4 9 90 8 1 100 7 5 10 5 1 40 100 20 60 200 90 60 100 60 1 5 4 5 90 30 5 40 60 1 9 30 1 200 1 100 9 1 40 50 9 9 4 5 90 5 9 90 5 20 5 90 100 60 90 100 60 100 5 90 100 90 4 80 1 Total: 3883 = 11 x 353. SF: 364 = 2 x 2 x 7 x 13. 7.12.1.4.2.5.3.2.5.1.2 Even positioned groups of 4 from 7.12.1.6.1.1.2.3: 80 3 60 9 600 90 60 1 200 30 1 90 1 9 60 70 200 90 60 400 5 40 1 100 600 90 60 100 60 30 5 60 40 90 1 200 100 9 1 1 7 80 60 9 600 600 40 60 9 40 7 30 90 80 1 7 9 9 200 9 100 60 60 200 9 8 5 600 30 20 5 3 Total: 6754 = 2 x 11 x 307. 7.12.1.4.2.5.3.2.5.1.2.1 Odd positioned groups of 9 from 7.12.1.6.1.1.2.5: 60 200 40 100 9 100 10 1 9 300 1 80 9 90 1 200 90 60 1 70 5 10 80 9 40 1 100 1 1 200 100 60 200 9 100 60 9 1 40 1 200 100 100 60 90 9 4 5 70 1 80 60 100 60 60 200 100 5 90 100 9 8 5 600 90 4 80 1 30 20 5 3 Total: 4807 = 11 x 19 x 23. 7.12.1.4.2.5.3.2.5.1.2.2 Even positioned groups of 9 from 7.12.1.6.1.1.2.5: 60 70 5 1 40 100 9 60 9 400 20 60 200 90 5 70 5 9 60 100 60 1 9 30 1 100 9 40 9 30 1 100 9 7 80 60 5 90 100 50 9 600 600 40 60 40 100 7 40 3 7 40 5 600 5 30 60 1 9 5 200 8 5 60 40 1 300 5 90 7 20 9 Total: 5170 = 2 x 5 x 11 x 47. SF: 65 = 5 x 13. 7.12.1.4.2.5.3.2.5.1.3 Odd positioned groups of 6 from 7.12.1.6.1.2.1.2: 9 60 90 100 70 5 40 1 5 10 100 1 90 60 200 4 5 80 5 90 1 200 80 1 80 400 9 5 10 4 200 10 1 70 40 80 600 90 1 40 5 100 1 40 100 60 1 9 40 5 70 100 40 1 60 40 60 200 5 200 8 5 60 40 20 5 5 5 10 100 1 90 Total: 4433 = 11 x 13 x 31. 7.12.1.4.2.5.3.2.5.1.4 Even positioned groups of 6 from 7.12.1.6.1.2.1.2: 20 600 90 20 200 90 9 1 5 40 100 60 1 300 60 200 40 100 100 7 400 60 40 10 5 40 60 200 10 1 7 30 1 4 5 5 60 100 20 7 80 600 5 70 10 1 8 7 9 100 90 60 200 90 90 9 60 200 10 1 9 1 100 60 10 1 90 10 90 5 40 1 Total: 5225 = 5 x 5 x 11 x 19. 7.12.1.4.2.5.3.2.5.2 Last half of 72 from 7.12.1.6.1.2.1.2: 9 60 90 100 70 5 20 600 90 20 200 90 40 1 5 10 100 1 9 1 5 40 100 60 90 60 200 4 5 80 1 300 60 200 40 100 5 90 1 200 80 1 100 7 400 60 40 10 80 400 9 5 10 4 5 40 60 200 10 1 200 10 1 70 40 80 7 30 1 4 5 5 Total: 5137 = 11 x 467. 7.12.1.4.2.5.3.2.5.2.1 First half of 72 from 7.12.1.6.1.2.1.2: 600 90 1 40 5 100 60 100 20 7 80 600 1 40 100 60 1 9 5 70 10 1 8 7 40 5 70 100 40 1 9 100 90 60 200 90 60 40 60 200 5 200 90 9 60 200 10 1 8 5 60 40 20 5 9 1 100 60 10 1 5 5 10 100 1 90 90 10 90 5 40 1 Total: 4521 = 3 x 11 x 137. 7.12.1.4.2.5.3.2.5.2.2 Odd positioned groups of 1 from 7.12.1.6.1.2.2.2: 60 1 9 60 10 10 4 90 200 9 9 10 5 60 60 60 5 60 200 1 60 100 200 9 5 40 90 40 40 1 10 9 9 9 600 1 100 90 9 1 8 100 100 90 40 1 30 40 60 100 9 9 60 9 9 9 1 60 1 100 60 100 80 9 60 5 80 200 5 40 5 2 Total: 3828 = 2 x 2 x 3 x 11 x 29. 7.12.1.4.2.5.3.2.5.2.2.1 Even positioned groups of 1 from 7.12.1.6.1.2.2.2: 200 30 40 9 1 600 600 5 90 90 90 1 70 100 4 30 90 200 80 9 200 60 30 40 8 5 600 5 20 90 1 1 60 100 90 40 5 4 40 70 600 60 1 10 10 9 5 60 200 7 40 7 1 600 5 90 70 80 200 60 40 5 1 90 40 9 60 60 600 10 90 200 Total: 7128 = 2 x 2 x 2 x 3 x 3 x 3 x 3 x 11. 7.12.1.4.2.5.3.2.5.2.2.1.1 Odd positioned groups of 8 from 7.12.1.6.1.2.2.2: 60 200 1 30 9 40 60 9 200 90 9 90 9 90 10 1 5 90 60 200 200 80 1 9 5 8 40 5 90 600 40 5 9 60 9 100 600 90 1 40 8 600 100 60 100 1 90 10 60 200 100 7 9 40 9 7 1 70 60 80 1 200 100 60 60 40 5 9 80 60 200 60 Total: 5742 = 2 x 3 x 3 x 11 x 29. 7.12.1.4.2.5.3.2.5.2.2.1.2 Even positioned groups of 8 from 7.12.1.6.1.2.2.2: 10 1 10 600 4 600 90 5 5 70 60 100 60 4 60 30 60 200 100 60 200 30 9 40 40 20 1 90 10 1 9 1 100 5 90 4 9 40 1 70 40 10 1 9 30 5 40 60 60 1 9 600 9 5 9 90 60 40 100 5 80 1 9 90 5 600 40 10 5 90 2 200 Total: 5214 = 2 x 3 x 11 x 79. 7.12.1.4.2.5.3.2.5.2.2.1.2.1 Odd positioned groups of 2 from 7.12.1.6.1.2.3.1: 9 60 60 200 70 5 9 40 90 20 10 1 100 60 5 8 9 70 90 600 70 9 40 20 200 10 5 10 40 80 40 10 1 4 60 80 600 90 100 5 5 100 9 40 20 7 8 600 9 20 60 40 90 60 80 1 5 1 60 40 5 5 7 90 1 90 90 600 90 5 100 7 Total: 5335 = 5 x 11 x 97. 7.12.1.4.2.5.3.2.5.2.2.1.2.2 Even positioned groups of 2 from 7.12.1.6.1.2.3.1: 90 100 1 30 20 600 60 9 200 90 10 600 200 9 40 5 60 9 40 5 100 60 1 90 1 70 5 5 7 30 1 100 5 5 100 7 1 40 90 4 60 100 1 70 80 600 100 60 5 3 100 5 10 1 9 90 200 100 5 9 10 100 600 80 90 10 80 1 40 1 40 600 Total: 6160 = 2 x 2 x 2 x 2 x 5 x 7 x 11. 7.12.1.4.2.5.3.2.5.2.2.2 Odd positioned groups of 12 from 7.12.1.6.1.2.3.2: 90 60 200 4 5 70 60 100 5 80 1 300 5 90 1 200 100 60 40 10 80 1 100 7 5 1 70 60 20 200 90 600 200 30 9 40 40 5 70 100 60 200 100 7 40 1 9 100 60 40 60 200 4 200 9 20 5 200 90 9 5 90 5 20 5 3 60 40 60 60 90 10 Total: 5071 = 11 x 461. 7.12.1.4.2.5.3.2.6 Even positioned groups of 12 from 7.12.1.6.1.2.3.2: 60 4 60 30 60 200 40 100 5 90 60 200 4 7 600 9 400 60 40 10 1 9 5 40 400 80 9 90 100 60 8 60 40 60 40 70 9 40 9 7 90 60 200 90 60 1 9 600 100 1 200 80 60 200 10 1 9 70 9 90 20 1 2 600 40 90 70 60 3 3 60 40 Total: 6105 = 3 x 5 x 11 x 37. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.4.2.5.3.2.6.1 Last half of 72 from 7.12.1.6.1.2.3.2: 90 60 200 4 5 70 60 100 5 80 1 300 60 4 60 30 60 200 40 100 5 90 60 200 5 90 1 200 100 60 40 10 80 1 100 7 4 7 600 9 400 60 40 10 1 9 5 40 5 1 70 60 20 200 90 600 200 30 9 40 400 80 9 90 100 60 8 60 40 60 40 70 Total: 6105 = 3 x 5 x 11 x 37. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.4.2.5.3.2.6.2 First half of 72 from 7.12.1.6.1.2.3.2: 40 5 70 100 60 200 100 7 40 1 9 100 9 40 9 7 90 60 200 90 60 1 9 600 60 40 60 200 4 200 9 20 5 200 90 9 100 1 200 80 60 200 10 1 9 70 9 90 5 90 5 20 5 3 60 40 60 60 90 10 20 1 2 600 40 90 70 60 3 3 60 40 Total: 5071 = 11 x 461. 7.12.1.4.2.5.3.2.6.3 Odd positioned groups of 2 from 7.12.1.6.1.2.4.2: 1 10 1 1 40 60 80 10 90 9 5 600 100 40 60 90 90 40 400 5 4 40 200 1 400 40 4 100 2 40 200 70 7 1 1 100 40 60 9 70 1 7 90 1 10 5 200 40 100 200 5 5 9 80 5 40 5 1 60 1 7 5 9 20 20 70 30 5 60 5 600 1 Total: 4818 = 2 x 3 x 11 x 73. 7.12.1.4.2.5.3.2.6.4 Even positioned groups of 2 from 7.12.1.6.1.2.4.2: 600 5 90 90 90 1 80 9 200 60 30 40 1 1 60 100 90 40 5 40 100 90 60 5 9 60 1 1 600 5 100 200 100 9 4 10 1 10 10 9 5 60 5 90 70 80 200 60 60 60 600 10 90 200 9 5 4 200 200 600 600 7 8 100 90 9 60 9 90 600 100 40 Total: 7337 = 11 x 23 x 29. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.4.2.5.3.2.6.5 Odd positioned groups of 6 from 7.12.1.6.1.2.4.2: 1 10 600 5 1 1 80 10 80 9 90 9 100 40 1 1 60 90 400 5 5 40 4 40 400 40 9 60 4 100 200 70 100 200 7 1 40 60 1 10 9 70 90 1 5 90 10 5 100 200 60 60 5 5 5 40 9 5 5 1 7 5 600 7 9 20 30 5 60 9 60 5 Total: 4576 = 2 x 2 x 2 x 2 x 2 x 11 x 13. 7.12.1.4.2.5.3.2.6.6 Even positioned groups of 6 from 7.12.1.6.1.2.4.2: 90 90 40 60 90 1 200 60 5 600 30 40 60 100 90 40 90 40 100 90 200 1 60 5 1 1 2 40 600 5 100 9 1 100 4 10 10 9 1 7 5 60 70 80 200 40 200 60 600 10 9 80 90 200 4 200 60 1 200 600 8 100 20 70 90 9 90 600 600 1 100 40 Total: 7579 = 11 x 13 x 53. SF: 77 = 7 x 11. 7.12.1.4.2.5.3.2.6.6.1 Odd positioned groups of 3 from 7.12.1.6.1.2.5.1: 9 60 60 9 40 90 40 1 4 1 80 200 60 200 20 100 60 5 5 90 100 4 7 400 80 400 80 60 400 5 2 1 2 5 1 20 600 90 100 9 40 20 1 40 100 7 90 9 1 70 5 9 20 60 60 40 4 100 1 60 8 5 5 20 7 3 200 8 5 5 90 5 Total: 4598 = 2 x 11 x 11 x 19. 7.12.1.4.2.5.3.2.6.6.1.1 Even positioned groups of 3 from 7.12.1.6.1.2.5.1: 200 70 5 20 10 1 600 100 1 80 5 90 5 200 30 8 9 70 60 80 1 60 1 9 5 10 4 9 40 4 2 90 600 200 200 30 5 5 100 7 8 600 1 1 9 5 5 10 200 1 200 40 90 60 200 5 200 200 9 70 9 20 5 600 20 9 20 5 90 3 60 60 Total: 5841 = 3 x 3 x 11 x 59. 7.12.1.4.2.5.3.2.6.6.1.2 Odd positioned groups of 12 from 7.12.1.6.1.2.5.1: 9 60 60 200 70 5 9 40 90 20 10 1 60 200 20 5 200 30 100 60 5 8 9 70 80 400 80 5 10 4 60 400 5 9 40 4 600 90 100 5 5 100 9 40 20 7 8 600 1 70 5 200 1 200 9 20 60 40 90 60 8 5 5 9 20 5 20 7 3 600 20 9 Total: 5489 = 11 x 499. 7.12.1.4.2.5.3.2.6.6.1.3 Even positioned groups of 12 from 7.12.1.6.1.2.5.1: 40 1 4 600 100 1 1 80 200 80 5 90 5 90 100 60 80 1 4 7 400 60 1 9 2 1 2 2 90 600 5 1 20 200 200 30 1 40 100 1 1 9 7 90 9 5 5 10 60 40 4 200 5 200 100 1 60 200 9 70 200 8 5 20 5 90 5 90 5 3 60 60 Total: 4950 = 2 x 3 x 3 x 5 x 5 x 11. 7.12.1.4.2.5.3.2.6.6.1.4 Odd positioned groups of 24 from 7.12.1.6.1.2.5.1: 60 200 20 5 200 30 100 60 5 8 9 70 5 90 100 60 80 1 4 7 400 60 1 9 600 90 100 5 5 100 9 40 20 7 8 600 1 40 100 1 1 9 7 90 9 5 5 10 8 5 5 9 20 5 20 7 3 600 20 9 200 8 5 20 5 90 5 90 5 3 60 60 Total: 4708 = 2 x 2 x 11 x 107. 7.12.1.4.2.5.3.2.6.6.2 Even positioned groups of 24 from 7.12.1.6.1.2.5.1: 9 60 60 200 70 5 9 40 90 20 10 1 40 1 4 600 100 1 1 80 200 80 5 90 80 400 80 5 10 4 60 400 5 9 40 4 2 1 2 2 90 600 5 1 20 200 200 30 1 70 5 200 1 200 9 20 60 40 90 60 60 40 4 200 5 200 100 1 60 200 9 70 Total: 5731 = 11 x 521. SF: 532 = 2 x 2 x 7 x 19. 7.12.1.4.2.5.3.3 Last half of 72 from 7.12.1.6.1.2.5.1: 9 60 60 200 70 5 9 40 90 20 10 1 40 1 4 600 100 1 1 80 200 80 5 90 60 200 20 5 200 30 100 60 5 8 9 70 5 90 100 60 80 1 4 7 400 60 1 9 80 400 80 5 10 4 60 400 5 9 40 4 2 1 2 2 90 600 5 1 20 200 200 30 Total: 5610 = 2 x 3 x 5 x 11 x 17. 7.12.1.4.2.5.3.3.1 First half of 72 from 7.12.1.6.1.2.5.1: 600 90 100 5 5 100 9 40 20 7 8 600 1 40 100 1 1 9 7 90 9 5 5 10 1 70 5 200 1 200 9 20 60 40 90 60 60 40 4 200 5 200 100 1 60 200 9 70 8 5 5 9 20 5 20 7 3 600 20 9 200 8 5 20 5 90 5 90 5 3 60 60 Total: 4829 = 11 x 439. 7.12.1.4.2.5.3.3.2 Odd positioned groups of 64 from 7.12.1.6.1.2.8.1: 9 60 90 100 60 200 1 30 90 20 200 90 10 1 10 600 100 1 9 1 200 90 9 90 90 60 200 4 5 70 60 100 60 200 40 100 5 90 60 200 5 90 100 9 60 200 100 60 100 60 200 9 5 8 40 5 70 9 100 60 40 20 1 90 60 200 10 1 9 70 9 90 20 5 9 1 60 4 1 200 5 5 10 100 7 90 600 80 90 5 40 1 100 7 40 600 20 9 7 20 200 8 5 100 5 90 5 20 5 3 60 40 40 90 70 60 3 3 60 40 70 60 9 5 1 90 90 600 Total: 9273 = 3 x 11 x 281. 7.12.1.4.2.5.3.3.2.1 Even positioned groups of 64 from 7.12.1.6.1.2.8.1: 10 60 200 90 9 60 9 100 5 90 1 200 100 60 40 10 400 60 40 10 1 9 5 40 10 4 5 40 1 100 60 90 9 20 5 3 60 40 100 5 5 1 200 100 60 40 5 9 30 5 80 5 5 600 40 10 60 40 60 200 4 200 9 20 Total: 3949 = 11 x 359. 7.12.1.4.2.5.3.3.2.1.1 Odd positioned groups of 3 from 7.12.1.6.1.4.1.2: 1 70 20 60 90 10 200 5 60 90 9 5 1 100 5 200 60 10 1 100 60 100 40 80 9 200 1 7 1 90 100 9 60 90 200 9 600 10 8 4 5 5 100 90 1 40 60 5 7 60 40 100 5 40 2 100 80 200 60 60 10 9 80 100 40 80 8 600 4 40 70 3 9 5 90 Total: 4983 = 3 x 11 x 151. 7.12.1.4.2.5.3.3.2.1.2 Even positioned groups of 3 from 7.12.1.6.1.4.1.2: 9 90 60 40 90 80 9 60 90 5 1 1 100 8 200 9 300 40 9 10 200 300 80 90 9 80 10 5 5 40 9 5 1 5 70 20 2 9 60 100 80 8 9 1 100 200 60 9 100 200 60 5 10 9 1 70 5 600 5 5 60 1 100 8 90 40 40 40 2 1 20 2 60 70 7 Total: 4389 = 3 x 7 x 11 x 19. 7.12.1.4.2.5.3.3.2.1.2.1 Odd positioned groups of 7 from 7.12.1.6.1.4.1.4: 60 7 60 90 200 5 60 100 9 300 40 200 60 10 80 90 9 10 9 200 1 1 30 9 40 1 1 5 60 7 200 7 200 60 10 40 200 100 90 90 9 9 100 200 60 7 60 100 5 600 5 5 200 60 60 4 40 40 2 7 3 20 20 Total: 4367 = 11 x 397. 7.12.1.4.2.5.3.3.2.1.2.2 Even positioned groups of 7 from 7.12.1.6.1.4.1.4: 5 100 9 10 9 60 90 5 1 1 90 9 8 90 9 10 200 1 100 60 300 5 5 40 7 1 90 5 60 9 60 2 30 90 200 9 600 9 1 600 10 9 90 200 60 9 40 60 5 40 1 70 5 2 100 80 9 5 90 40 100 40 80 3 40 20 7 60 100 90 Total: 4455 = 3 x 3 x 3 x 3 x 5 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.5.3.3.2.1.3 Odd positioned groups of 1 from 7.12.1.6.1.4.3.1: 9 5 5 40 9 20 90 1 600 1 90 200 5 60 5 1 1 90 9 60 5 600 30 40 600 7 1 9 5 10 200 1 100 60 300 80 90 9 40 600 1 7 60 600 1 400 5 5 9 40 80 90 40 30 80 9 5 90 90 40 1 100 40 200 200 20 200 9 90 60 1 100 10 9 80 8 1 7 5 600 7 9 20 200 5 100 40 70 3 60 70 7 9 5 90 Total: 8206 = 2 x 11 x 373. 7.12.1.4.2.5.3.3.2.1.4 Even positioned groups of 1 from 7.12.1.6.1.4.3.1: 90 10 9 60 90 200 10 10 90 200 60 4 70 100 80 300 9 20 8 20 3 200 9 30 40 2 90 20 1 60 90 40 9 9 1 9 1 60 100 10 100 70 100 40 80 9 80 1 5 100 9 9 7 5 1 90 1 600 5 5 200 60 60 4 9 5 200 60 100 4 200 60 1 200 600 5 20 20 3 40 20 7 60 100 90 600 90 60 3 40 20 80 8 9 10 Total: 6589 = 11 x 599. 7.12.1.4.2.5.3.3.2.2 Odd positioned groups of 9 from 7.12.1.6.1.4.4.2: 9 60 90 100 60 200 1 30 70 60 5 40 100 60 9 90 10 1 90 60 5 90 100 9 8 1 200 60 200 100 2 1 80 1 2 2 40 1 200 100 9 100 60 200 2 7 3 200 40 7 8 600 100 60 80 9 90 1 40 100 8 5 60 200 100 60 40 5 9 9 90 5 1 40 5 2 60 7 5 3 60 600 90 4 80 1 30 20 1 2 Total: 5665 = 5 x 11 x 103. SF: 119 = 7 x 17. 7.12.1.4.2.5.3.3.2.2.1 Even positioned groups of 9 from 7.12.1.6.1.4.4.2: 5 20 600 40 60 90 600 80 3 9 80 60 9 90 1 60 9 7 30 1 90 100 7 5 9 1 100 1 40 90 600 40 5 9 70 5 7 30 1 90 1 200 100 60 40 80 7 8 200 4 9 5 30 5 40 5 9 8 5 20 5 9 1 40 1 100 7 40 600 80 1 40 60 90 10 1 9 5 200 8 5 Total: 5302 = 2 x 11 x 241. 7.12.1.4.2.5.3.3.2.2.2 Odd positioned groups of 19 from 7.12.1.6.1.4.4.2: 5 40 100 60 9 90 10 1 9 80 60 9 90 1 60 9 7 90 60 2 1 80 1 2 2 1 40 90 600 40 5 9 70 5 40 1 200 100 8 600 100 60 80 7 8 200 4 9 5 30 5 80 9 90 1 40 100 90 5 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 5 3 Total: 4642 = 2 x 11 x 211. SF: 224 = 2 x 2 x 2 x 2 x 2 x 7. 7.12.1.4.2.5.3.3.2.2.2.1 Even positioned groups of 19 from 7.12.1.6.1.4.4.2: 9 60 90 100 60 200 1 30 70 5 20 600 40 60 90 600 80 3 60 5 90 100 9 8 1 200 30 1 90 100 7 5 9 1 100 60 200 100 9 100 60 200 2 7 30 1 90 1 200 100 60 40 7 3 200 40 7 8 5 60 40 5 9 8 5 20 5 9 1 200 100 60 40 5 9 9 60 60 90 10 1 9 5 200 8 5 600 90 4 80 1 30 20 1 2 Total: 6325 = 5 x 5 x 11 x 23. 7.12.1.4.2.5.3.3.2.2.2.1.1 Odd positioned groups of 1 from 7.12.1.8.1.1.1.1: 90 200 10 1 90 90 100 1 90 1 20 100 40 40 7 60 600 40 80 2 40 5 70 60 100 5 200 70 100 100 40 1 100 60 10 90 90 5 8 60 200 90 9 5 200 8 90 9 70 10 100 40 90 600 7 40 Total: 4444 = 2 x 2 x 11 x 101. 7.12.1.4.2.5.3.3.2.2.2.1.2 Even positioned groups of 1 from 7.12.1.8.1.1.1.1: 20 600 200 70 200 100 10 40 10 40 80 200 1 5 40 30 5 1 1 5 600 9 30 100 70 60 5 9 40 60 1 60 90 200 40 100 4 7 70 300 9 60 1 60 60 5 5 60 60 40 7 7 60 40 600 Total: 4587 = 3 x 11 x 139. 7.12.1.4.2.5.3.3.2.2.2.1.2.1 Last half of 57 from 7.12.1.8.1.1.1.2: 10 40 1 70 5 20 200 80 100 100 80 30 20 7 70 600 90 1 600 8 80 60 100 80 4 9 80 100 1 100 1 7 80 90 100 600 1 200 40 40 1 1 100 7 7 40 40 1 5 7 90 7 1 20 7 20 9 Total: 4268 = 2 x 2 x 11 x 97. SF: 112 = 2 x 2 x 2 x 2 x 7. 7.12.1.4.2.5.3.3.2.2.2.1.2.2 First half of 57 from 7.12.1.8.1.1.1.2: 10 5 9 90 9 100 90 10 90 5 9 60 60 100 600 80 90 5 1 9 90 5 1 1 90 9 60 10 4 5 5 5 9 40 20 200 100 20 600 90 200 40 40 1 200 8 5 9 60 30 1 9 30 1 1 90 10 Total: 3531 = 3 x 11 x 107. 7.12.1.4.2.5.3.3.2.2.2.2 Odd positioned groups of 5 from 7.12.1.8.1.1.1.3: 10 5 9 90 20 10 200 90 10 90 60 200 90 100 60 80 90 5 40 90 40 20 5 1 1 100 60 30 1 100 60 200 5 1 90 40 1 40 100 60 1 200 80 100 60 90 100 600 8 5 9 60 40 1 1 7 40 100 7 40 5 7 90 60 600 600 40 7 20 9 Total: 5291 = 11 x 13 x 37. 7.12.1.4.2.5.3.3.3 Even positioned groups of 5 from 7.12.1.8.1.1.1.3: 200 90 9 100 600 1 70 90 5 9 100 600 100 10 1 10 1 9 90 1 8 5 9 30 60 70 5 9 30 1 10 70 9 100 10 70 5 20 40 1 100 90 100 80 30 90 1 200 40 5 70 60 10 100 7 40 1 40 7 90 40 7 1 20 7 Total: 3894 = 2 x 3 x 11 x 59. 7.12.1.4.2.5.3.3.3.1 Odd positioned groups of 15 from 7.12.1.8.1.1.1.4: 5 5 9 60 30 600 40 20 200 5 40 1 100 20 600 60 200 10 20 7 70 40 90 100 600 90 1 90 4 5 9 90 60 100 1 100 9 1 5 1 7 80 60 200 60 Total: 3905 = 5 x 11 x 71. 7.12.1.4.2.5.3.3.3.2 Even positioned groups of 15 from 7.12.1.8.1.1.1.4: 80 100 200 90 9 60 40 1 40 10 4 5 5 7 40 80 1 2 90 200 40 5 40 600 40 1 200 5 9 70 600 8 80 7 8 70 60 100 80 60 300 200 4 9 80 Total: 3740 = 2 x 2 x 5 x 11 x 17. 7.12.1.4.2.5.3.3.3.3 Odd positioned groups of 2 from 7.12.1.8.1.2.3.1: 90 10 70 5 60 200 90 60 9 1 1 90 2 2 60 20 200 60 5 9 60 30 200 1 200 100 90 80 60 200 5 7 200 10 200 100 1 20 9 80 8 9 200 9 9 5 Total: 2937 = 3 x 11 x 89. 7.12.1.4.2.5.3.3.3.3.1 Even positioned groups of 2 from 7.12.1.8.1.2.3.1: 90 7 9 100 9 200 5 80 60 9 100 60 4 90 1 70 90 9 80 1 80 60 7 4 20 5 20 5 10 30 20 7 5 1 3 5 40 40 30 5 200 90 1 9 Total: 1771 = 7 x 11 x 23. 7.12.1.4.2.5.3.3.3.3.2 Odd positioned groups of 1 from 7.12.1.8.1.2.3.2: 60 90 90 9 100 90 9 10 80 100 600 40 60 60 5 60 20 40 70 40 40 40 60 5 1 100 5 200 600 70 40 40 100 9 600 90 200 10 9 80 1 80 600 60 90 Total: 4763 = 11 x 433. 7.12.1.4.2.5.3.3.3.4 Even positioned groups of 1 from 7.12.1.8.1.2.3.2: 200 10 70 8 60 1 9 1 9 1 40 1 40 200 9 4 200 60 1 20 400 20 40 1 9 5 2 9 40 100 10 60 5 50 4 60 60 1 90 60 60 60 90 400 5 Total: 2585 = 5 x 11 x 47. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.4.2.5.3.3.3.4.1 Odd positioned groups of 6 from 7.12.1.8.1.2.3.2: 9 8 100 60 90 1 100 1 600 40 40 1 60 4 20 200 40 60 40 20 60 40 5 1 200 9 600 40 70 100 9 50 600 4 90 60 80 60 1 60 80 60 Total: 3773 = 7 x 7 x 7 x 11. 7.12.1.4.2.5.3.3.3.4.2 Even positioned groups of 6 from 7.12.1.8.1.2.3.2: 60 200 90 10 90 70 9 9 10 1 80 9 60 40 60 200 5 9 70 1 40 20 40 400 1 9 100 5 5 2 40 10 40 60 100 5 200 60 10 1 9 90 600 90 60 400 90 5 Total: 3575 = 5 x 5 x 11 x 13. 7.12.1.4.2.5.3.3.3.4.2.1 Odd positioned groups of 16 from 7.12.1.8.1.3.2.2: 40 60 90 60 9 7 200 90 10 90 1 70 9 90 3 3 60 40 8 20 200 90 1 90 60 9 200 5 3 1 40 60 60 100 5 40 600 40 1 200 60 40 4 5 80 9 80 600 5 90 60 1 20 200 60 40 90 100 60 40 9 600 90 1 80 100 7 40 600 40 7 20 9 20 5 3 10 20 9 70 Total: 6149 = 11 x 13 x 43. 7.12.1.4.2.5.3.3.3.4.2.2 Even positioned groups of 16 from 7.12.1.8.1.3.2.2: 60 9 90 10 1 9 90 1 5 9 70 200 40 100 200 100 90 60 200 40 80 7 7 40 5 5 9 60 9 400 60 100 8 80 7 8 5 1 200 90 10 1 5 40 60 7 80 60 9 60 1 9 70 2 200 100 10 100 7 1 90 90 70 5 Total: 3652 = 2 x 2 x 11 x 83. SF: 98 = 2 x 7 x 7. 7.12.1.4.2.5.3.3.3.4.2.3 Odd positioned groups of 9 from 7.12.1.8.1.3.2.3: 40 60 200 8 7 60 40 60 90 200 90 9 100 600 100 90 10 1 40 70 5 9 10 30 200 90 1 100 60 40 30 60 40 7 40 5 20 7 70 40 90 100 60 40 4 40 30 60 1 20 60 5 40 60 10 1 100 8 9 1 9 600 90 70 1 90 7 40 3 70 5 80 Total: 4543 = 7 x 11 x 59. SF: 77 = 7 x 11. 7.12.1.4.2.5.3.3.3.4.2.4 Even positioned groups of 9 from 7.12.1.8.1.3.2.3: 200 90 10 90 1 70 100 60 40 5 9 70 200 40 100 7 90 10 200 5 3 1 40 60 200 90 9 9 400 60 100 60 100 40 20 5 80 600 8 80 7 8 200 4 9 5 90 60 1 20 200 80 9 90 1 9 70 2 200 100 90 1 200 600 40 7 20 9 20 100 5 90 Total: 5709 = 3 x 11 x 173. 7.12.1.4.2.5.3.3.3.4.3 Odd positioned groups of 3 from 7.12.1.8.1.3.2.4: 60 9 7 9 90 20 9 90 3 9 90 1 5 60 200 200 100 60 90 60 9 60 9 100 90 60 200 5 9 60 20 600 4 5 40 600 5 80 9 20 60 40 5 1 200 7 80 60 1 20 1 60 40 90 1 9 60 30 5 100 10 100 7 100 7 40 7 90 60 5 3 10 Total: 4466 = 2 x 7 x 11 x 29. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.5.3.3.3.4.3.1 Even positioned groups of 3 from 7.12.1.8.1.3.2.4: 5 10 5 5 20 600 3 60 9 9 1 100 70 5 90 40 8 20 1 80 9 60 200 10 40 80 7 40 1 100 5 40 60 40 1 200 100 60 200 80 9 90 90 10 1 100 1 90 30 5 80 100 60 40 6 60 40 40 5 9 1 90 90 7 90 5 5 5 30 20 9 70 Total: 3762 = 2 x 3 x 3 x 11 x 19. 7.12.1.4.2.5.3.3.3.4.3.1.1 Odd positioned groups of 4 from 7.12.1.8.1.3.2.4: 60 9 7 5 20 5 20 600 60 9 9 90 5 60 200 70 60 40 8 20 80 9 60 9 90 60 200 40 60 40 1 100 40 60 5 40 5 80 9 100 40 80 9 90 10 1 7 80 1 20 1 30 90 100 60 40 60 40 30 5 10 100 7 1 40 7 90 5 5 30 5 3 Total: 3542 = 2 x 7 x 11 x 23. 7.12.1.4.2.5.3.3.3.4.3.1.2 Even positioned groups of 4 from 7.12.1.8.1.3.2.4: 10 5 9 90 9 90 3 3 1 9 1 100 5 90 200 100 90 60 9 1 100 60 200 10 80 7 5 9 20 600 4 5 600 40 1 200 60 200 20 60 5 1 200 90 60 100 1 90 5 80 60 40 1 9 60 6 100 40 5 9 90 90 100 7 7 90 60 5 10 20 9 70 Total: 4686 = 2 x 3 x 11 x 71. 7.12.1.4.2.5.3.3.3.4.3.2 Odd positioned groups of 3 from 7.12.1.8.1.3.2.5: 40 60 200 40 60 90 5 10 5 200 90 10 9 1 100 5 9 70 7 90 10 200 100 60 200 90 9 90 60 200 100 60 40 7 40 5 20 7 70 60 40 4 100 60 200 80 600 8 100 1 90 5 90 60 80 9 90 60 40 90 90 1 200 10 100 7 70 1 90 70 5 80 Total: 5060 = 2 x 2 x 5 x 11 x 23. 7.12.1.4.2.5.3.3.3.4.4 Even positioned groups of 3 from 7.12.1.8.1.3.2.5: 8 7 60 60 9 7 9 90 20 90 1 70 5 60 200 200 40 100 70 5 90 40 8 20 60 200 10 40 80 7 30 60 40 5 9 60 40 90 100 5 80 9 20 60 40 80 7 8 1 20 1 1 20 200 30 5 80 100 60 40 40 5 9 1 90 90 7 40 3 100 7 40 Total: 3399 = 3 x 11 x 103. SF: 117 = 3 x 3 x 13. 7.12.1.4.2.5.3.3.4 Odd positioned groups of 1 from 7.12.1.8.1.3.2.6: 100 40 20 9 3 60 200 9 600 90 1 90 40 5 10 200 1 60 1 9 9 200 3 40 40 100 600 9 60 60 40 5 40 5 600 1 200 9 9 5 200 10 40 60 20 5 60 80 10 100 9 9 90 9 6 40 5 1 70 200 7 5 90 600 7 9 100 90 5 5 10 9 Total: 5544 = 2 x 2 x 2 x 3 x 3 x 7 x 11. 7.12.1.4.2.5.3.3.4.1 Even positioned groups of 1 from 7.12.1.8.1.3.2.6: 60 5 600 90 3 9 90 100 100 10 9 1 70 9 30 90 90 9 80 60 100 5 1 60 1 20 4 400 100 100 20 5 60 40 40 200 4 80 90 1 90 1 30 1 60 40 7 60 1 8 1 600 1 60 60 30 100 9 2 100 90 7 60 40 20 20 5 5 30 3 20 70 Total: 4477 = 11 x 11 x 37. 7.12.1.4.2.5.3.3.4.1.1 Odd positioned groups of 18 from 7.12.1.8.1.3.2.10: 200 90 10 90 1 70 100 60 40 5 20 600 9 90 3 3 60 9 5 9 70 200 40 100 7 90 10 70 5 90 200 100 60 40 8 20 80 600 8 80 7 8 200 4 9 80 9 90 5 1 200 90 10 1 5 90 60 1 20 200 80 9 90 30 5 80 60 40 90 100 60 40 Total: 5126 = 2 x 11 x 233. 7.12.1.4.2.5.3.3.4.1.2 Even positioned groups of 18 from 7.12.1.8.1.3.2.10: 40 60 200 8 7 60 40 60 90 60 9 7 5 10 5 9 90 20 200 90 9 100 600 100 90 10 1 9 90 1 9 1 100 5 60 200 20 7 70 40 90 100 60 40 4 5 80 9 100 60 200 20 60 40 40 30 60 1 20 60 5 40 60 7 80 60 100 1 90 1 20 1 Total: 4136 = 2 x 2 x 2 x 11 x 47. 7.12.1.4.2.5.3.3.4.1.3 Odd positioned groups of 1 from 7.12.1.8.1.3.5.2: 200 1 200 1 60 9 80 1 1 9 9 1 1 90 200 3 40 5 9 60 1 9 5 200 10 9 60 100 40 60 20 7 60 10 5 60 80 200 600 60 90 60 9 90 200 10 100 9 60 90 60 9 90 9 400 5 5 Total: 3872 = 2 x 2 x 2 x 2 x 2 x 11 x 11. 7.12.1.4.2.5.3.3.4.1.4 Even positioned groups of 1 from 7.12.1.8.1.3.5.2: 10 9 90 90 9 5 10 9 80 60 100 80 1 1 5 1 60 80 1 100 100 1 1 90 1 100 1 9 30 1 60 80 9 1 40 7 60 60 40 40 100 40 60 60 8 1 8 1 200 80 200 600 1 60 9 90 30 Total: 3080 = 2 x 2 x 2 x 5 x 7 x 11. 7.12.1.4.2.5.3.3.4.1.4.1 Odd positioned groups of 9 from 7.12.1.8.1.3.6.1: 60 9 600 80 3 5 10 5 9 90 1 9 1 9 90 3 3 60 9 100 90 9 1 100 5 60 200 200 40 100 60 40 8 5 20 9 9 90 40 20 60 200 10 20 7 5 60 40 4 5 1 80 600 8 200 4 9 80 9 90 90 100 600 40 1 1 70 60 10 100 5 40 40 40 1 40 7 90 5 7 9 40 1 100 5 3 10 20 9 70 Total: 5368 = 2 x 2 x 2 x 11 x 61. SF: 78 = 2 x 3 x 13. 7.12.1.4.2.5.3.3.4.1.4.2 Even positioned groups of 9 from 7.12.1.8.1.3.6.1: 90 20 200 90 9 100 600 10 200 9 100 9 40 70 60 4 200 90 4 60 8 100 1 9 5 9 70 400 60 100 60 100 90 30 9 70 70 40 90 100 600 90 1 90 4 80 7 8 70 60 100 80 60 300 8 5 90 1 200 40 5 9 60 1 70 5 80 100 7 40 100 7 100 5 90 5 5 30 5 5 30 Total: 6039 = 3 x 3 x 11 x 61. SF: 78 = 2 x 3 x 13. 7.12.1.4.2.5.3.3.4.1.4.2.1 Odd positioned groups of 1 from 7.12.1.8.5.2.2.1: 9 90 9 80 60 60 100 200 5 200 10 80 200 1 4 100 40 200 90 100 40 60 100 90 1 60 10 60 100 40 5 60 5 5 60 5 40 1 5 9 8 100 80 1 100 60 20 40 20 300 20 1 600 60 90 200 30 9 100 90 80 1 100 600 5 1 7 5 1 7 Total: 5130 = 2 x 3 x 3 x 3 x 5 x 19. SF: 35 = 5 x 7. 7.12.1.4.2.5.3.3.4.1.4.2.1.1 Even positioned groups of 1 from 7.12.1.8.5.2.2.1: 60 100 100 3 70 20 60 90 100 90 1 70 10 9 60 60 90 40 5 1 100 9 1 70 9 200 1 80 7 5 20 40 9 3 200 5 5 30 80 90 600 60 7 40 100 40 60 10 7 1 10 100 90 40 5 60 60 600 5 200 600 200 600 100 40 100 90 3 20 20 Total: 5871 = 3 x 19 x 103. 7.12.1.4.2.5.3.3.4.1.4.2.1.2 Odd positioned groups of 20 from 7.12.1.8.5.2.2.1: 10 1 80 70 200 10 1 9 4 60 100 60 40 90 200 40 90 5 100 1 5 20 60 40 5 9 5 3 60 200 5 5 40 5 1 30 5 80 9 90 20 10 1 100 600 90 60 40 90 5 200 60 30 60 9 600 100 5 90 200 Total: 4218 = 2 x 3 x 19 x 37. 7.12.1.4.2.5.3.3.4.1.4.2.2 Even positioned groups of 20 from 7.12.1.8.5.2.2.1: 9 60 90 100 9 100 80 3 60 70 60 20 100 60 200 90 5 100 200 90 40 100 60 9 100 1 90 70 1 9 60 200 10 1 60 80 100 7 40 5 8 600 100 60 80 7 1 40 100 100 60 40 20 60 40 10 20 7 300 1 80 600 1 200 100 600 600 100 5 40 1 100 7 90 5 3 1 20 7 20 Total: 6783 = 3 x 7 x 17 x 19. 7.12.1.4.2.5.3.3.4.2 Odd positioned groups of 1 from 7.12.1.8.6.2.2.1: 40 1 3 8 60 40 70 8 5 9 1 5 600 5 60 9 40 1 60 60 200 100 100 8 70 60 1 90 80 5 90 5 7 300 4 40 7 60 1 40 40 90 30 90 60 5 40 60 40 1 1 30 1 9 Total: 2850 = 2 x 3 x 5 x 5 x 19. 7.12.1.4.2.5.3.3.4.2.1 Even positioned groups of 1 from 7.12.1.8.6.2.2.1: 1 9 5 7 9 100 40 60 300 1 100 40 60 90 40 5 60 200 30 40 100 60 60 5 70 70 100 400 5 90 1 9 40 5 200 1 30 9 200 10 100 9 4 5 200 600 1 7 60 90 400 5 100 70 Total: 4313 = 19 x 227. 7.12.1.4.2.5.3.3.4.2.2 Odd positioned groups of 18 from 7.12.1.8.6.2.2.1: 40 1 1 9 3 5 8 7 60 9 40 100 70 40 8 60 5 300 60 30 60 40 200 100 100 60 100 60 8 5 70 70 60 70 1 100 7 30 60 9 1 200 40 10 40 100 90 9 30 4 90 5 60 200 Total: 2945 = 5 x 19 x 31. 7.12.1.4.2.5.3.3.4.2.2.1 Even positioned groups of 18 from 7.12.1.8.6.2.2.1: 9 1 1 100 5 40 600 60 5 90 60 40 9 5 40 60 1 200 90 400 80 5 5 90 90 1 5 9 7 40 300 5 4 200 40 1 5 600 40 1 60 7 40 60 1 90 1 400 30 5 1 100 9 70 Total: 4218 = 2 x 3 x 19 x 37. 7.12.1.4.2.5.3.3.4.2.2.2 Odd positioned groups of 2 from 7.12.1.8.6.2.2.3: 1 30 9 90 60 200 40 10 40 5 1 9 8 7 40 100 8 60 10 30 1 9 40 60 1 600 4 5 2 1 3 90 80 1 5 90 90 400 5 90 5 9 300 5 40 1 200 100 5 90 100 60 5 70 Total: 3325 = 5 x 5 x 7 x 19. 7.12.1.4.2.5.3.3.4.2.3 Even positioned groups of 2 from 7.12.1.8.6.2.2.3: 20 600 3 60 1 9 60 9 40 1 3 5 60 9 70 40 5 300 5 9 300 1 70 5 60 90 5 1 40 300 60 9 9 1 70 40 80 5 90 1 7 40 4 200 90 4 20 60 80 60 9 10 60 40 Total: 3230 = 2 x 5 x 17 x 19. 7.12.1.4.2.5.3.3.4.2.4 Odd positioned groups of 18 from 7.12.1.8.6.2.2.4: 9 1 1 100 5 40 600 60 5 90 60 40 9 5 40 60 1 200 60 30 60 40 200 100 100 60 100 60 8 5 70 70 60 70 1 100 90 4 1 9 5 30 1 100 200 100 40 5 9 60 5 10 70 9 Total: 3268 = 2 x 2 x 19 x 43. 7.12.1.4.2.5.3.3.5 Even positioned groups of 18 from 7.12.1.8.6.2.2.4: 2 1 2 2 5 9 5 60 100 600 200 60 60 5 200 100 90 60 7 30 60 9 1 200 40 10 40 100 90 9 30 4 90 5 60 200 5 600 40 1 60 7 40 60 1 90 1 400 30 5 1 100 9 70 Total: 4066 = 2 x 19 x 107. 7.12.1.4.2.5.3.3.5.1 Odd positioned groups of 1 from 7.12.1.8.6.2.3.1: 100 4 100 90 90 80 20 7 9 60 80 100 1 400 30 5 40 200 1 9 60 60 5 400 60 70 40 80 100 90 5 200 90 10 50 90 200 1 9 1 5 5 7 5 60 30 5 5 90 600 1 8 3 5 Total: 3876 = 2 x 2 x 3 x 17 x 19. 7.12.1.4.2.5.3.3.5.1.1 Even positioned groups of 1 from 7.12.1.8.6.2.3.1: 40 60 40 40 1 3 10 5 1 300 40 70 600 5 60 9 40 1 60 200 90 60 60 200 5 2 40 3 60 80 90 5 7 300 4 40 9 5 60 7 60 1 90 1 5 1 200 40 40 1 1 30 1 9 Total: 3192 = 2 x 2 x 2 x 3 x 7 x 19. SF: 35 = 5 x 7. 7.12.1.4.2.5.3.3.5.1.2 Odd positioned groups of 27 from 7.12.1.8.6.2.3.1: 100 40 4 60 100 40 90 40 90 1 80 3 20 10 7 5 9 1 60 300 80 40 100 70 1 600 400 80 3 100 60 90 80 5 90 200 5 90 7 10 300 50 4 90 40 200 9 1 5 9 60 1 7 5 Total: 3952 = 2 x 2 x 2 x 2 x 13 x 19. 7.12.1.4.2.5.3.3.5.1.3 Even positioned groups of 27 from 7.12.1.8.6.2.3.1: 5 30 60 5 9 40 40 200 1 1 60 9 200 60 90 60 60 5 60 400 200 60 5 70 2 40 40 60 5 1 7 90 5 1 60 5 30 1 5 200 5 40 90 40 600 1 1 1 8 30 3 1 5 9 Total: 3116 = 2 x 2 x 19 x 41. 7.12.1.4.2.5.3.3.5.1.4 Odd positioned groups of 9 from 7.12.1.8.6.2.4.1: 5 9 90 20 5 3 60 200 90 7 90 5 60 9 60 200 40 100 8 5 9 90 4 5 60 7 3 60 200 4 100 60 200 9 8 5 20 20 60 40 100 5 90 10 20 10 1 9 40 100 80 9 90 9 Total: 2603 = 19 x 137. SF: 156 = 2 x 2 x 3 x 13. 7.12.1.4.2.5.3.3.5.1.4.1 Even positioned groups of 9 from 7.12.1.8.6.2.4.1: 60 200 1 30 70 5 20 600 40 60 200 90 10 1 9 9 1 8 60 40 2 1 80 1 2 2 1 100 600 40 4 200 60 60 90 100 100 5 90 4 5 1 200 100 60 80 60 300 7 100 60 100 600 40 Total: 4769 = 19 x 251. 7.12.1.4.2.5.3.3.5.1.4.2 Odd positioned groups of 36 from 7.12.1.8.6.2.4.1: 60 200 1 30 70 5 20 600 40 5 9 90 20 5 3 60 200 90 60 200 90 10 1 9 9 1 8 7 90 5 60 9 60 200 40 100 100 5 90 4 5 1 200 100 60 20 20 60 40 100 5 90 10 20 80 60 300 7 100 60 100 600 40 10 1 9 40 100 80 9 90 9 Total: 5092 = 2 x 2 x 19 x 67. 7.12.1.4.2.5.3.3.5.1.4.2.1 Even positioned groups of 36 from 7.12.1.8.6.2.4.1: 60 40 2 1 80 1 2 2 1 8 5 9 90 4 5 60 7 3 100 600 40 4 200 60 60 90 100 60 200 4 100 60 200 9 8 5 Total: 2280 = 2 x 2 x 2 x 3 x 5 x 19. 7.12.1.4.2.5.3.3.5.1.4.2.1.1 Odd positioned groups of 4 from 7.12.1.9.1.1.4.1: 5 5 40 5 60 200 10 1 5 200 60 40 90 5 9 90 5 80 9 90 600 100 90 5 60 30 60 9 5 20 5 3 5 200 9 70 200 40 1 200 100 1 200 80 Total: 3102 = 2 x 3 x 11 x 47. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.4.2.5.3.3.5.1.4.2.1.2 Even positioned groups of 4 from 7.12.1.9.1.1.4.1: 70 1 4 200 60 9 4 5 7 3 3 1 100 60 1 30 7 80 600 8 1 200 100 60 600 70 600 40 1 90 9 20 9 90 100 5 3 1 200 90 Total: 3542 = 2 x 7 x 11 x 23. 7.12.1.4.2.5.3.3.5.1.4.2.2 Odd positioned groups of 18 from 7.12.1.9.1.1.4.2: 80 600 70 60 30 600 60 200 10 1 9 5 7 8 5 20 7 70 5 90 30 5 100 1 200 90 5 90 600 90 20 5 200 90 100 1 Total: 3564 = 2 x 2 x 3 x 3 x 3 x 3 x 11. 7.12.1.4.2.5.3.3.5.2 Even positioned groups of 18 from 7.12.1.9.1.1.4.2: 7 40 1 200 100 60 20 1 30 200 4 1 3 60 40 1 200 100 9 30 1 100 9 1 200 70 60 60 30 600 70 60 100 60 200 90 8 5 60 40 80 200 60 200 5 9 30 9 90 1 200 100 600 600 Total: 5115 = 3 x 5 x 11 x 31. 7.12.1.4.2.5.3.3.5.2.1 Odd positioned groups of 27 from 7.12.1.9.1.1.6.4: 7 8 5 20 7 70 9 5 9 80 600 8 600 100 60 80 7 8 100 60 200 90 100 1 200 80 60 Total: 2574 = 2 x 3 x 3 x 11 x 13. 7.12.1.4.2.5.3.3.5.2.2 Even positioned groups of 27 from 7.12.1.9.1.1.6.4: 9 60 100 5 5 40 5 70 1 3 1 3 60 40 1 200 100 60 100 60 40 7 3 3 1 80 5 20 5 3 60 40 1 20 20 60 100 1 200 80 60 200 10 1 9 1 80 60 100 9 8 5 60 200 Total: 2475 = 3 x 3 x 5 x 5 x 11. 7.12.1.4.2.5.3.3.6 Odd positioned groups of 1 from 7.12.1.9.2.1.1.1: 1 100 7 100 40 3 90 70 1 1 200 90 90 600 400 7 80 90 1 100 100 80 30 80 5 90 90 40 50 100 3 60 5 7 40 2 10 40 100 5 9 6 70 100 40 60 9 5 200 30 40 4 5 Total: 3586 = 2 x 11 x 163. 7.12.1.4.2.5.3.3.6.1 Even positioned groups of 1 from 7.12.1.9.2.1.1.1: 5 20 5 100 50 70 5 70 90 50 50 200 100 5 40 90 200 5 40 80 9 10 9 1 60 9 5 5 1 1 5 100 1 1 70 80 2 70 9 100 5 200 5 80 7 9 3 10 90 9 60 9 Total: 2310 = 2 x 3 x 5 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.5.3.3.6.2 Odd positioned groups of 3 from 7.12.1.9.2.1.1.1: 20 7 5 50 3 70 70 1 90 50 90 200 5 400 40 200 90 5 80 100 9 9 80 1 9 90 5 1 100 1 100 5 1 70 2 80 70 100 9 5 6 200 80 40 7 3 5 10 9 40 60 Total: 2783 = 11 x 11 x 23. 7.12.1.4.2.5.3.3.6.3 Even positioned groups of 3 from 7.12.1.9.2.1.1.1: 1 5 100 100 100 40 90 5 70 1 50 200 90 100 600 7 90 80 1 40 100 80 10 30 5 60 90 40 5 50 3 5 60 7 1 40 10 2 40 5 100 9 70 5 100 60 9 9 200 90 30 4 9 5 Total: 3113 = 11 x 283. SF: 294 = 2 x 3 x 7 x 7. 7.12.1.4.2.5.3.3.6.3.1 Odd positioned groups of 7 from 7.12.1.9.2.4.2.1: 90 60 9 90 70 200 60 100 20 9 5 9 30 5 1 60 60 60 1 80 100 9 10 30 100 90 9 5 9 2 1 300 90 200 600 4 5 40 100 9 600 1 70 70 90 40 600 1 7 400 1 5 50 200 10 40 Total: 4917 = 3 x 11 x 149. 7.12.1.4.2.5.3.3.6.3.2 Even positioned groups of 7 from 7.12.1.9.2.4.2.1: 60 100 40 5 9 600 1 90 200 60 9 100 40 5 40 70 40 5 60 60 1 7 60 40 10 300 20 90 10 90 40 80 90 60 10 600 200 1 100 200 5 60 600 90 40 600 7 90 2 9 5 60 9 20 1 90 Total: 5291 = 11 x 13 x 37. 7.12.1.4.2.5.3.3.6.3.2.1 Odd positioned groups of 1 from 7.12.1.9.3.2.3.1: 9 100 7 5 70 80 40 5 60 200 1 100 80 90 100 200 70 3 200 60 60 100 1 90 200 2 20 80 10 8 60 5 20 90 40 200 40 200 5 5 20 200 5 5 60 4 9 90 40 30 20 3 7 100 200 60 20 9 5 60 Total: 3663 = 3 x 3 x 11 x 37. 7.12.1.4.2.5.3.3.6.3.2.2 Even positioned groups of 1 from 7.12.1.9.3.2.3.1: 600 1 3 30 1 1 100 90 40 70 40 5 60 8 60 5 7 1 100 40 90 1 9 30 5 1 7 60 1 7 30 40 1 300 1 100 60 40 20 3 60 90 40 1 200 200 7 60 7 5 5 600 20 9 100 40 60 70 3 40 Total: 3685 = 5 x 11 x 67. 7.12.1.4.2.5.3.3.6.3.3 Odd positioned groups of 5 from 7.12.1.9.3.2.3.3: 9 600 100 1 9 5 30 60 40 60 70 5 100 7 90 10 1 9 1 70 40 1 200 100 60 60 200 5 2 1 60 30 5 40 60 90 300 7 30 60 3 60 40 1 20 90 5 40 60 9 300 600 40 7 30 1 200 100 60 40 Total: 4334 = 2 x 11 x 197. SF: 210 = 2 x 3 x 5 x 7. 7.12.1.4.2.5.3.3.6.3.4 Even positioned groups of 5 from 7.12.1.9.3.2.3.3: 100 60 200 7 3 9 3 60 40 200 1 40 100 5 90 7 3 1 3 60 90 30 60 40 30 20 60 40 10 20 9 5 2 20 1 600 40 5 20 5 20 60 200 90 5 7 90 60 200 90 100 9 6 5 40 60 9 4 5 20 Total: 3179 = 11 x 17 x 17. 7.12.1.4.2.5.3.3.6.4 Odd positioned groups of 6 from 7.12.1.9.3.2.3.4: 90 70 1 80 1 20 90 100 60 5 30 70 1 200 100 60 200 5 90 100 1 200 80 600 40 10 1 9 10 1 200 40 1 200 100 60 40 100 5 90 600 90 60 40 60 200 4 200 5 3 600 40 7 20 60 9 5 20 5 3 Total: 5192 = 2 x 2 x 2 x 11 x 59. 7.12.1.4.2.5.3.3.6.4.1 Even positioned groups of 6 from 7.12.1.9.3.2.3.4: 1 2 60 40 100 5 80 60 90 8 5 40 40 5 9 90 100 60 90 1 9 7 80 60 8 7 30 5 40 60 40 10 9 40 60 200 5 40 5 1 200 100 5 3 1 20 7 20 9 7 20 60 9 70 60 40 1 300 5 90 Total: 2629 = 11 x 239. 7.12.1.4.2.5.3.3.6.4.2 Odd positioned groups of 5 from 7.12.1.9.3.2.4.1: 200 100 600 5 50 40 1 200 100 60 20 1 30 200 4 10 7 8 5 20 40 1 9 100 9 60 9 600 90 4 9 1 80 400 9 100 60 10 1 9 40 1 100 9 30 100 5 20 9 70 5 90 4 5 100 Total: 3850 = 2 x 5 x 5 x 7 x 11. 7.12.1.4.2.5.3.3.6.4.2.1 Even positioned groups of 5 from 7.12.1.9.3.2.4.1: 5 4 200 90 1 40 100 7 40 400 40 60 90 60 200 100 60 200 100 7 1 40 1 200 100 5 10 1 9 60 5 80 5 9 90 5 30 60 200 9 5 5 3 10 1 5 90 100 9 40 Total: 2992 = 2 x 2 x 2 x 2 x 11 x 17. 7.12.1.4.2.5.3.3.6.4.2.2 Odd positioned groups of 21 from 7.12.1.9.3.2.4.1: 1 30 200 4 40 60 90 60 200 10 7 8 5 20 100 60 200 100 7 40 1 400 9 5 80 5 9 90 100 60 10 1 9 5 30 60 200 9 40 1 100 9 Total: 2475 = 3 x 3 x 5 x 5 x 11. 7.12.1.4.2.5.3.3.6.4.2.3 Even positioned groups of 21 from 7.12.1.9.3.2.4.1: 200 100 600 5 50 5 4 200 90 1 40 1 200 100 60 40 100 7 40 400 20 9 100 9 1 40 1 200 100 60 9 600 90 4 5 10 1 9 60 9 1 80 30 5 5 3 10 1 100 5 20 9 70 5 90 100 9 40 5 90 4 5 100 Total: 4367 = 11 x 397. 7.12.1.4.2.5.3.3.6.4.2.4 Odd positioned groups of 4 from 7.12.1.9.3.2.4.3: 40 5 70 1 60 20 7 40 70 5 9 80 9 5 10 4 1 40 1 200 5 4 200 90 100 60 40 100 1 30 200 4 200 10 7 8 70 1 9 6 70 5 3 1 8 5 60 200 200 9 60 90 200 100 60 10 60 200 9 40 5 5 3 10 9 70 5 90 90 4 5 100 Total: 3608 = 2 x 2 x 2 x 11 x 41. 7.12.1.4.2.5.3.3.6.4.3 Even positioned groups of 4 from 7.12.1.9.3.2.4.3: 200 100 60 40 100 7 40 90 1 40 10 1 200 90 9 50 100 600 5 50 1 40 1 200 7 40 400 20 40 60 90 60 5 20 5 30 60 40 100 5 80 60 100 9 5 9 30 9 100 60 4 1 1 9 5 30 1 100 9 30 1 100 5 20 100 9 40 5 Total: 3949 = 11 x 359. 7.12.1.4.2.5.3.3.6.4.3.1 Odd positioned groups of 1 from 7.12.1.9.3.3.1.1: 9 60 200 5 7 1 100 90 5 5 200 1 1 100 40 7 80 90 40 60 1 30 100 1 7 60 40 200 60 10 60 600 5 70 9 60 100 90 5 1 5 1 100 600 1 1 8 40 Total: 3366 = 2 x 3 x 3 x 11 x 17. 7.12.1.4.2.5.3.3.6.4.3.1.1 Even positioned groups of 1 from 7.12.1.9.3.3.1.1: 3 40 70 100 90 40 5 5 50 4 90 40 200 60 100 40 9 1 100 100 9 1 9 1 30 200 1 100 40 9 9 90 30 1 6 40 5 30 100 100 90 200 600 40 2 400 1 9 Total: 3300 = 2 x 2 x 3 x 5 x 5 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.5.3.3.6.4.3.1.2 Odd positioned groups of 4 from 7.12.1.9.3.3.1.1: 9 3 60 40 7 90 1 40 5 50 5 4 1 200 100 60 80 9 90 1 1 9 30 1 7 30 60 200 60 40 10 9 5 30 70 1 100 5 90 30 5 90 1 200 1 2 1 400 Total: 2343 = 3 x 11 x 71. 7.12.1.4.2.5.3.3.6.4.3.2 Even positioned groups of 4 from 7.12.1.9.3.3.1.1: 200 70 5 100 100 5 90 5 200 90 1 40 40 100 7 40 40 100 60 100 100 9 1 1 40 1 200 100 60 9 600 90 9 6 60 40 5 100 1 100 100 600 600 40 8 1 40 9 Total: 4323 = 3 x 11 x 131. 7.12.1.4.2.5.3.3.6.4.4 Last half of 48 from 7.12.1.9.3.3.1.2: 4 5 10 1 9 60 9 1 80 400 9 5 80 5 9 90 1 9 60 9 90 200 90 100 1 200 80 600 8 5 40 100 100 60 200 100 5 90 100 9 8 5 5 30 60 200 8 5 Total: 3355 = 5 x 11 x 61. SF: 77 = 7 x 11. 7.12.1.4.2.5.3.4 First half of 48 from 7.12.1.9.3.3.1.2: 30 70 80 60 90 8 5 40 9 50 1 40 1 200 100 600 40 100 5 90 4 5 1 200 100 60 40 4 9 5 30 5 200 100 60 200 200 40 1 200 100 60 40 5 10 5 9 10 Total: 3322 = 2 x 11 x 151. 7.12.1.4.2.5.3.4.1 Odd positioned groups of 30 from 7.12.1.9.3.3.2.2: 9 90 70 80 100 600 60 40 40 7 3 60 70 1 60 40 7 40 50 9 200 100 10 1 1 30 1 10 5 40 5 70 1 70 5 200 5 40 5 2 90 300 5 90 5 40 200 100 60 200 40 80 1 90 40 200 200 100 5 9 Total: 4092 = 2 x 2 x 3 x 11 x 31. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.5.3.4.1.1 Even positioned groups of 30 from 7.12.1.9.3.3.2.2: 60 40 90 100 100 1 600 90 8 60 5 90 90 100 60 40 3 60 5 70 7 10 5 70 600 100 10 5 20 7 60 10 60 9 90 100 60 200 1 100 5 5 90 10 1 30 70 60 6 5 200 100 60 9 20 60 60 9 5 3 Total: 4004 = 2 x 2 x 7 x 11 x 13. SF: 35 = 5 x 7. 7.12.1.4.2.5.3.4.1.1.1 Odd positioned groups of 20 from 7.12.1.9.3.3.2.3: 4 5 50 9 400 20 1 30 200 4 1 10 5 9 90 100 60 90 100 1 300 1 20 7 60 80 5 200 60 30 5 40 200 90 5 90 600 90 5 40 9 40 1 100 1 20 1 30 600 5 70 60 60 40 60 9 4 5 20 60 Total: 4312 = 2 x 2 x 2 x 7 x 7 x 11. 7.12.1.4.2.5.3.4.1.1.2 Even positioned groups of 20 from 7.12.1.9.3.3.2.3: 40 5 9 90 100 60 70 80 90 200 40 7 3 1 3 60 60 20 7 40 40 100 5 90 5 9 90 100 1 9 5 70 5 8 7 10 7 90 10 5 4 200 40 80 200 90 1 90 60 40 5 9 200 100 60 10 5 30 60 200 Total: 3135 = 3 x 5 x 11 x 19. 7.12.1.4.2.5.3.4.1.2 Odd positioned groups of 4 from 7.12.1.9.3.3.2.4: 1 9 100 600 40 5 70 1 1 1 200 100 1 9 5 40 200 80 600 90 60 70 60 40 1 40 5 70 9 4 5 70 60 9 5 2 5 1 200 100 8 600 40 200 1 9 60 9 9 30 5 5 100 9 6 5 9 70 60 9 Total: 4213 = 11 x 383. 7.12.1.4.2.5.3.4.2 Even positioned groups of 4 from 7.12.1.9.3.3.2.4: 80 9 60 40 200 100 60 40 60 200 10 1 200 100 60 40 1 9 8 60 20 5 3 60 1 40 600 100 1 80 1 70 20 1 90 300 60 40 60 200 40 1 200 100 20 7 90 100 5 9 90 10 40 1 200 100 5 20 5 3 Total: 4136 = 2 x 2 x 2 x 11 x 47. 7.12.1.4.2.5.3.4.2.1 Odd positioned groups of 10 from 7.12.1.9.3.3.2.4: 70 1 200 100 60 40 1 1 200 100 60 40 200 80 600 90 1 9 8 60 5 70 1 40 600 100 9 4 5 70 90 300 5 1 200 100 60 40 60 200 60 9 20 7 90 100 9 30 5 5 200 100 9 70 60 9 5 20 5 3 Total: 4697 = 7 x 11 x 61. 7.12.1.4.2.5.3.4.2.2 Even positioned groups of 10 from 7.12.1.9.3.3.2.4: 1 9 100 600 80 9 60 40 40 5 60 200 10 1 1 9 5 40 200 100 60 70 60 40 20 5 3 60 1 40 1 80 1 70 60 9 5 2 20 1 8 600 40 200 40 1 200 100 1 9 5 9 90 10 100 9 6 5 40 1 Total: 3652 = 2 x 2 x 11 x 83. SF: 98 = 2 x 7 x 7. 7.12.1.4.2.5.3.4.2.3 Odd positioned groups of 10 from 7.12.1.9.3.3.2.5: 60 40 60 20 7 40 4 5 50 9 100 1 200 80 600 90 1 9 8 60 600 100 7 90 10 5 300 1 20 7 5 40 5 1 200 100 60 40 60 200 90 100 5 30 60 200 9 40 1 100 20 60 9 70 60 9 5 20 5 3 Total: 4191 = 3 x 11 x 127. 7.12.1.4.2.5.3.4.2.4 Even positioned groups of 10 from 7.12.1.9.3.3.2.5: 3 1 3 60 40 5 70 1 200 100 200 100 60 40 5 9 90 100 60 90 5 8 7 10 1 40 5 70 1 40 20 1 90 300 200 90 5 90 600 90 200 100 60 10 1 9 60 9 20 7 40 1 200 100 60 40 60 9 4 5 Total: 3905 = 5 x 11 x 71. 7.12.1.4.2.5.3.4.2.5 Odd positioned groups of 1 from 7.12.1.9.3.3.2.6: 40 9 100 70 1 100 80 60 90 40 1 200 60 10 400 1 200 1 1 5 40 5 5 90 60 60 20 3 1 5 9 5 1 1 60 5 60 5 60 5 4 40 200 1 8 40 40 200 60 5 9 5 5 90 1 1 600 70 100 6 Total: 3454 = 2 x 11 x 157. 7.12.1.4.2.5.3.4.2.6 Even positioned groups of 1 from 7.12.1.9.3.3.2.6: 5 90 60 80 9 600 9 40 200 7 1 100 200 1 20 30 4 10 9 40 100 90 9 100 70 40 5 60 9 70 4 70 80 70 80 200 30 40 9 2 200 80 90 90 600 200 1 100 40 9 30 5 9 10 20 30 5 60 9 5 Total: 4246 = 2 x 11 x 193. 7.12.1.4.2.5.3.4.2.6.1 Odd positioned groups of 5 from 7.12.1.9.3.3.2.6: 40 5 9 90 100 100 600 80 9 60 1 1 200 100 60 1 30 200 4 1 40 100 5 90 5 60 40 20 5 3 9 4 5 70 1 5 200 60 30 5 4 200 40 80 200 40 200 40 1 200 9 30 5 5 5 1 30 600 5 70 Total: 4213 = 11 x 383. 7.12.1.4.2.5.3.4.2.6.1.1 Even positioned groups of 5 from 7.12.1.9.3.3.2.6: 60 70 80 1 9 40 90 200 40 7 200 10 1 400 20 10 1 9 5 40 9 90 100 60 70 60 1 9 5 70 80 1 70 60 80 40 60 9 5 2 90 1 90 8 600 100 60 40 5 9 9 90 10 1 20 60 100 9 6 5 Total: 3487 = 11 x 317. 7.12.1.4.2.5.3.4.2.6.1.2 Odd positioned groups of 5 from 7.12.1.9.3.5.3.1: 9 3 60 40 200 1 40 100 5 90 1 200 100 60 40 80 9 90 1 40 30 1 100 9 1 70 60 80 5 200 9 5 2 20 1 100 60 10 1 9 100 1 9 60 9 200 80 600 8 5 Total: 3014 = 2 x 11 x 137. 7.12.1.4.2.5.3.4.2.6.1.3 Even positioned groups of 5 from 7.12.1.9.3.5.3.1: 100 60 200 10 1 70 5 100 7 90 5 30 70 80 60 4 9 5 30 5 100 60 100 1 9 5 70 1 80 1 60 30 5 40 60 90 300 7 30 60 60 9 20 7 90 90 200 90 100 1 Total: 2717 = 11 x 13 x 19. 7.12.1.4.2.5.3.4.2.6.1.4 Odd positioned groups of 5 from 7.12.1.9.3.5.4.2: 8 60 40 100 5 40 60 40 3 60 7 70 9 5 9 200 40 1 200 100 5 300 1 20 1 5 90 60 10 1 40 5 9 8 5 90 10 1 20 1 60 9 4 5 20 9 4 600 30 5 90 600 90 600 40 Total: 3905 = 5 x 11 x 71. 7.12.1.4.2.5.3.4.2.6.2 Even positioned groups of 5 from 7.12.1.9.3.5.4.2: 400 1 9 80 5 60 70 60 40 20 40 60 90 60 200 80 600 90 1 40 60 200 40 100 5 40 10 1 9 20 90 8 600 40 200 100 60 40 5 9 100 9 6 5 40 5 20 5 3 60 400 5 100 1 9 Total: 4411 = 11 x 401. 7.12.1.4.2.5.4 Odd positioned groups of 10 from 7.12.1.9.3.5.4.6: 60 40 100 5 90 400 1 9 80 5 90 5 9 90 100 60 70 60 40 20 20 3 60 8 1 40 60 90 60 200 40 90 100 1 200 80 600 90 1 40 90 10 1 20 1 30 600 5 70 60 60 9 4 5 20 60 9 70 60 9 9 4 600 30 5 40 5 9 5 80 90 600 90 600 40 1 200 100 60 40 Total: 6919 = 11 x 17 x 37. SF: 65 = 5 x 13. 7.12.1.4.2.5.4.1 Even positioned groups of 10 from 7.12.1.9.3.5.4.6: 2 1 90 9 20 8 60 40 100 5 5 3 60 30 5 40 60 40 3 60 10 7 8 5 20 7 70 9 5 9 100 5 90 4 5 80 9 8 5 9 100 9 6 5 40 1 200 100 60 40 5 20 5 3 60 40 1 300 5 90 400 5 100 1 9 7 20 9 1 90 Total: 2838 = 2 x 3 x 11 x 43. 7.12.1.4.2.5.4.2 Odd positioned groups of 37 from 7.12.1.9.3.6.1.1: 60 200 7 3 5 30 80 1 20 1 2 60 40 9 7 90 60 200 70 80 1 9 100 600 40 7 3 1 3 60 60 40 60 20 7 40 9 100 5 600 40 3 80 1 30 10 1 9 70 80 5 600 40 5 20 5 3 200 90 5 90 600 90 60 40 60 200 4 200 90 60 200 90 300 Total: 6171 = 3 x 11 x 11 x 17. SF: 42 = 2 x 3 x 7. 7.12.1.4.2.5.4.2.1 Even positioned groups of 37 from 7.12.1.9.3.6.1.1: 9 1 70 7 200 100 60 40 5 9 200 80 600 90 1 9 200 5 2 1 20 60 40 10 1 9 10 1 9 5 100 7 80 60 40 5 10 Total: 2156 = 2 x 2 x 7 x 7 x 11. 7.12.1.4.2.5.4.2.2 Odd positioned groups of 8 from 7.12.1.9.4.2.1.1: 70 5 80 9 5 8 7 10 9 60 200 10 1 20 1 30 40 60 30 1 200 100 60 600 60 200 5 70 60 100 5 90 40 1 100 200 90 100 1 200 200 70 90 600 80 1 90 90 1 10 60 200 90 600 90 4 Total: 5214 = 2 x 3 x 11 x 79. 7.12.1.4.2.5.4.3 Even positioned groups of 8 from 7.12.1.9.4.2.1.1: 1 40 1 10 60 100 600 40 60 40 40 1 9 60 40 60 8 9 30 1 100 9 1 30 100 1 200 80 600 40 100 60 80 60 200 60 30 5 100 60 10 60 100 60 7 100 600 40 Total: 4103 = 11 x 373. 7.12.1.4.2.5.4.3.1 Odd positioned groups of 7 from 7.12.1.9.4.2.1.3: 70 5 80 9 5 8 7 10 9 10 1 20 1 30 40 10 5 300 60 40 2 90 10 7 80 600 8 90 60 100 5 90 100 1 200 100 1 200 80 60 200 60 90 90 10 60 100 60 9 4 80 1 30 600 40 10 Total: 4048 = 2 x 2 x 2 x 2 x 11 x 23. SF: 42 = 2 x 3 x 7. 7.12.1.4.2.5.4.3.1.1 Even positioned groups of 7 from 7.12.1.9.4.2.1.3: 10 1 40 1 10 60 10 60 40 5 9 90 100 7 1 20 20 60 40 100 5 9 20 5 200 90 100 600 80 200 10 1 100 200 90 30 5 9 90 600 80 1 70 1 90 1 40 600 90 1 9 20 1 2 600 40 Total: 4774 = 2 x 7 x 11 x 31. 7.12.1.4.2.5.4.3.1.1.1 Odd positioned groups of 2 from 7.12.1.9.4.2.1.4: 7 10 5 70 5 200 40 9 60 40 40 1 40 60 30 1 9 30 9 1 200 5 100 60 600 40 40 40 9 40 5 80 40 200 60 200 9 70 100 60 1 40 5 2 100 600 10 60 Total: 3443 = 11 x 313. 7.12.1.4.2.5.4.3.1.1.2 Even positioned groups of 2 from 7.12.1.9.4.2.1.4: 1 40 9 100 100 600 60 200 1 40 9 60 40 60 200 100 1 100 30 60 70 9 40 9 100 60 9 90 7 30 1 9 200 80 10 1 9 90 200 70 1 40 60 7 40 1 200 90 Total: 3344 = 2 x 2 x 2 x 2 x 11 x 19. 7.12.1.4.2.5.4.3.1.2 Odd positioned groups of 11 from 7.12.1.9.4.3.3.2: 200 40 1 200 100 600 4 90 5 1 200 100 1 2 90 100 1 200 80 60 200 60 70 9 100 60 40 8 5 60 100 600 1 5 2 60 7 600 100 600 40 1 10 60 Total: 4873 = 11 x 443. 7.12.1.4.2.5.4.3.1.3 Even positioned groups of 11 from 7.12.1.9.4.3.3.2: 1 9 600 40 100 60 100 5 90 9 90 100 60 40 5 9 8 5 60 200 10 1 30 90 60 30 5 40 1 200 100 60 5 70 60 4 5 5 10 80 1 40 1 40 200 90 60 40 60 100 9 7 20 9 1 Total: 3135 = 3 x 5 x 11 x 19. 7.12.1.4.2.5.4.3.1.4 Odd positioned groups of 9 from 7.12.1.9.4.4.1.1: 30 60 10 100 5 90 90 200 90 90 5 300 100 60 200 100 3 1 100 200 5 40 9 30 1 3 5 40 1 9 90 60 9 10 100 1 60 200 80 90 5 3 5 5 70 60 5 200 50 1 200 100 9 20 Total: 3410 = 2 x 5 x 11 x 31. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.5.4.3.1.5 Even positioned groups of 9 from 7.12.1.9.4.4.1.1: 1 40 100 5 60 40 400 20 1 20 1 2 60 10 1 40 5 9 40 90 100 1 1 200 9 30 1 200 60 20 7 5 9 100 60 40 200 90 9 90 5 90 70 60 100 90 600 80 1 100 7 60 200 100 Total: 3740 = 2 x 2 x 5 x 11 x 17. 7.12.1.4.2.5.4.3.1.5.1 Odd positioned groups of 27 from 7.12.1.9.4.4.1.1: 1 40 100 5 60 40 400 20 1 30 60 10 100 5 90 90 200 90 20 1 2 60 10 1 40 5 9 200 60 20 7 5 9 100 60 40 40 1 9 90 60 9 10 100 1 200 90 9 90 5 90 70 60 100 Total: 3025 = 5 x 5 x 11 x 11. 7.12.1.4.2.5.4.3.1.5.2 Even positioned groups of 27 from 7.12.1.9.4.4.1.1: 90 5 300 100 60 200 100 3 1 40 90 100 1 1 200 9 30 1 100 200 5 40 9 30 1 3 5 60 200 80 90 5 3 5 5 70 90 600 80 1 100 7 60 200 100 60 5 200 50 1 200 100 9 20 Total: 4125 = 3 x 5 x 5 x 5 x 11. 7.12.1.4.2.5.4.3.1.5.2.1 Odd positioned groups of 3 from 7.12.1.9.4.4.4.1: 200 100 70 1 10 10 70 100 1 60 40 20 40 10 1 7 3 80 60 40 100 30 60 1 60 200 3 1 9 90 40 10 5 40 1 9 7 20 100 100 1 60 100 60 9 40 1 90 1 9 8 10 1 1 Total: 2200 = 2 x 2 x 2 x 5 x 5 x 11. 7.12.1.4.2.5.4.3.1.5.2.1.1 Even positioned groups of 3 from 7.12.1.9.4.4.4.1: 5 1 200 9 5 50 40 100 60 1 200 70 20 30 600 5 80 7 60 100 60 200 70 9 80 200 100 5 20 200 40 5 80 90 90 9 9 40 200 200 10 60 70 7 40 70 600 40 5 5 9 2 40 70 Total: 4378 = 2 x 11 x 199. 7.12.1.4.2.5.4.3.1.5.2.1.2 Odd positioned groups of 12 from 7.12.1.9.4.4.4.2: 200 90 1 200 40 5 10 1 5 100 100 60 1 200 1 40 100 1 200 5 9 5 100 60 1 9 7 30 1 9 100 1 2 1 20 5 5 70 40 3 5 600 100 7 40 300 5 9 Total: 2904 = 2 x 2 x 2 x 3 x 11 x 11. 7.12.1.4.2.5.4.3.1.5.2.2 Even positioned groups of 12 from 7.12.1.9.4.4.4.2: 60 40 1 40 100 600 60 10 70 20 1 40 5 300 90 9 40 1 3 1 1 1 100 60 3 5 40 60 60 90 5 9 100 1 600 40 5 90 100 600 40 1 200 80 90 90 100 60 5 200 600 40 90 5 9 20 3 60 20 7 Total: 5181 = 3 x 11 x 157. 7.12.1.4.2.5.4.3.1.6 Odd positioned groups of 12 from 7.12.1.9.4.4.5.2: 90 100 5 90 1 200 5 10 1 60 40 10 1 200 80 20 1 40 1 200 5 60 9 90 40 1 60 40 7 30 9 100 1 90 1 9 5 40 5 7 40 3 600 100 7 80 9 4 Total: 2607 = 3 x 11 x 79. 7.12.1.4.2.5.4.3.2 Even positioned groups of 12 from 7.12.1.9.4.4.5.2: 5 90 1 10 1 40 600 60 10 7 40 10 90 100 7 9 90 9 1 3 1 90 1 40 1 100 9 7 40 60 90 5 9 4 5 50 90 80 1 1 100 600 1 200 80 7 90 600 60 90 10 30 600 40 5 9 20 40 90 70 Total: 4609 = 11 x 419. 7.12.1.4.2.5.4.4 Odd positioned groups of 3 from 7.12.1.9.4.4.5.3: 10 1 40 600 60 10 70 100 9 60 40 10 90 100 7 80 5 200 20 1 40 1 200 5 60 200 40 4 5 50 40 1 60 9 90 600 1 100 600 1 200 80 100 60 100 80 9 4 60 90 10 1 2 600 Total: 5016 = 2 x 2 x 2 x 3 x 11 x 19. SF: 39 = 3 x 13. 7.12.1.4.2.5.4.4.1 Even positioned groups of 3 from 7.12.1.9.4.4.5.3: 1 200 100 90 100 5 90 1 200 40 5 9 1 3 1 90 1 40 100 60 100 1 100 9 7 40 60 100 60 40 9 100 1 90 1 9 40 200 40 5 40 5 7 40 3 60 200 100 5 9 20 40 90 70 Total: 2838 = 2 x 3 x 11 x 43. 7.12.1.4.2.5.4.4.2 Odd positioned groups of 9 from 7.12.1.9.4.4.6.2: 30 1 100 9 1 30 60 10 1 80 1 30 30 5 200 60 20 7 200 600 40 1 9 5 40 100 80 1 5 9 2 1 90 9 20 5 Total: 1892 = 2 x 2 x 11 x 43. 7.12.1.4.2.6 Even positioned groups of 9 from 7.12.1.9.4.4.6.2: 1 200 100 60 200 10 1 9 9 9 5 70 9 100 60 3 5 3 90 100 1 9 9 600 100 1 20 9 90 90 60 9 10 60 4 40 Total: 2156 = 2 x 2 x 7 x 7 x 11. 7.12.1.4.2.6.1 Last half of 36 from 7.12.1.9.4.4.6.2: 1 200 100 60 200 10 1 9 9 30 1 100 9 1 30 60 10 1 9 5 70 9 100 60 3 5 3 80 1 30 30 5 200 60 20 7 Total: 1529 = 11 x 139. 7.12.1.4.2.6.2 First half of 36 from 7.12.1.9.4.4.6.2: 90 100 1 9 9 600 100 1 20 200 600 40 1 9 5 40 100 80 9 90 90 60 9 10 60 4 40 1 5 9 2 1 90 9 20 5 Total: 2519 = 11 x 229. 7.12.1.4.2.6.2.1 Odd positioned groups of 4 from 7.12.1.9.5.1.4.1: 5 5 40 5 60 200 10 1 5 200 60 40 90 5 9 90 5 80 9 90 600 100 90 5 60 30 60 9 5 20 5 3 5 200 9 70 200 40 1 200 100 1 200 80 Total: 3102 = 2 x 3 x 11 x 47. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.4.2.6.2.1.1 Even positioned groups of 4 from 7.12.1.9.5.1.4.1: 70 1 4 200 60 9 4 5 7 3 3 1 100 60 1 30 7 80 600 8 1 200 100 60 600 70 600 40 1 90 9 20 9 90 100 5 3 1 200 90 Total: 3542 = 2 x 7 x 11 x 23. 7.12.1.4.2.6.2.1.1.1 Odd positioned groups of 18 from 7.12.1.9.5.1.4.2: 80 600 70 60 30 600 60 200 10 1 9 5 7 8 5 20 7 70 5 90 30 5 100 1 200 90 5 90 600 90 20 5 200 90 100 1 Total: 3564 = 2 x 2 x 3 x 3 x 3 x 3 x 11. 7.12.1.4.2.6.2.1.1.2 Even positioned groups of 18 from 7.12.1.9.5.1.4.2: 7 40 1 200 100 60 20 1 30 200 4 1 3 60 40 1 200 100 9 30 1 100 9 1 200 70 60 60 30 600 70 60 100 60 200 90 8 5 60 40 80 200 60 200 5 9 30 9 90 1 200 100 600 600 Total: 5115 = 3 x 5 x 11 x 31. 7.12.1.4.2.6.2.1.1.3 Odd positioned groups of 27 from 7.12.1.9.5.1.6.4: 7 8 5 20 7 70 9 5 9 80 600 8 600 100 60 80 7 8 100 60 200 90 100 1 200 80 60 Total: 2574 = 2 x 3 x 3 x 11 x 13. 7.12.1.4.2.6.2.1.1.3.1 Even positioned groups of 27 from 7.12.1.9.5.1.6.4: 9 60 100 5 5 40 5 70 1 3 1 3 60 40 1 200 100 60 100 60 40 7 3 3 1 80 5 20 5 3 60 40 1 20 20 60 100 1 200 80 60 200 10 1 9 1 80 60 100 9 8 5 60 200 Total: 2475 = 3 x 3 x 5 x 5 x 11. 7.12.1.4.2.6.2.1.1.3.2 Odd positioned groups of 4 from 7.12.1.10.1.1.1.2: 9 90 90 20 60 200 200 90 600 40 600 40 200 90 60 70 60 70 9 6 9 1 20 5 1 6 7 40 200 100 9 20 40 1 3 200 90 9 3 5 40 1 100 7 9 20 70 5 1 9 1 60 Total: 3696 = 2 x 2 x 2 x 2 x 3 x 7 x 11. 7.12.1.4.2.6.2.1.1.3.3 Even positioned groups of 4 from 7.12.1.10.1.1.1.2: 4 600 3 60 5 5 3 5 100 60 90 5 5 9 100 5 1 100 9 5 60 200 10 1 5 5 60 40 70 60 4 9 7 4 600 40 40 2 60 9 3 5 100 1 1 70 60 200 200 100 60 40 Total: 3300 = 2 x 2 x 3 x 5 x 5 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.6.2.1.1.3.4 Odd positioned groups of 26 from 7.12.1.10.1.1.1.2: 60 70 5 9 100 5 60 70 9 6 1 100 9 5 9 1 20 5 60 200 10 1 1 6 7 40 60 9 40 1 100 7 3 5 100 1 9 20 70 5 1 70 60 200 1 9 1 60 200 100 60 40 Total: 2101 = 11 x 191. 7.12.1.4.2.6.2.1.1.4 Even positioned groups of 26 from 7.12.1.10.1.1.1.2: 9 90 90 20 4 600 3 60 60 200 200 90 5 5 3 5 600 40 600 40 100 60 90 5 200 90 5 5 60 40 200 100 9 20 70 60 4 9 40 1 3 200 7 4 600 40 90 9 3 5 40 2 Total: 4895 = 5 x 11 x 89. SF: 105 = 3 x 5 x 7. 7.12.1.4.2.6.2.1.1.4.1 Odd positioned groups of 24 from 7.12.1.10.1.1.3.1: 3 60 9 90 60 9 5 9 90 60 5 9 1 80 600 40 4 9 100 9 5 20 9 8 5 5 20 60 40 5 20 1 80 60 100 9 10 1 40 1 200 100 90 9 40 1 70 60 Total: 2321 = 11 x 211. 7.12.1.4.2.6.2.1.1.4.2 Even positioned groups of 24 from 7.12.1.10.1.1.3.1: 200 90 1 40 100 5 10 1 9 5 40 100 200 100 60 40 200 5 40 100 60 40 7 40 600 200 30 60 1 40 5 7 3 5 60 40 600 40 5 40 20 60 90 8 5 10 1 9 Total: 3432 = 2 x 2 x 2 x 3 x 11 x 13. 7.12.1.4.2.6.2.1.2 Odd positioned groups of 34 from 7.12.1.10.1.1.3.2: 90 5 100 5 600 80 600 90 60 200 5 3 600 40 9 1 90 70 1 100 60 200 100 60 7 90 5 9 1 60 90 60 90 10 9 7 90 600 10 7 3 5 30 600 100 7 100 600 60 4 100 5 90 90 100 1 200 20 60 200 100 60 1 70 60 90 60 20 Total: 7150 = 2 x 5 x 5 x 11 x 13. 7.12.1.4.2.6.2.2 Even positioned groups of 34 from 7.12.1.10.1.1.3.2: 1 9 600 10 8 1 9 1 20 5 3 5 5 9 10 1 100 20 600 4 9 400 5 1 70 60 4 9 1 300 4 600 4 5 Total: 2893 = 11 x 263. 7.12.1.4.2.6.2.2.1 Odd positioned groups of 11 from 7.12.1.10.1.1.4.1: 90 3 5 9 40 3 60 1 10 10 200 7 90 5 60 200 90 100 7 70 60 70 1 1 10 60 200 5 80 7 30 1 6 3 200 40 7 4 5 40 90 60 2 1 60 70 600 80 1 70 5 90 1 70 1 Total: 3091 = 11 x 281. 7.12.1.4.2.6.2.2.1.1 Even positioned groups of 11 from 7.12.1.10.1.1.4.1: 4 5 70 100 60 200 5 3 5 80 8 5 80 6 7 100 60 40 90 40 40 9 40 5 70 200 100 70 9 20 1 20 7 80 1 2 60 70 9 20 100 70 4 5 60 1 200 100 60 9 40 4 5 9 7 Total: 2475 = 3 x 3 x 5 x 5 x 11. 7.12.1.4.2.6.2.2.1.1.1 Odd positioned groups of 5 from 7.12.1.1.2.2.1.1.2: 600 80 90 60 70 10 60 100 9 1 70 10 100 70 20 7 200 60 90 5 200 60 200 80 200 40 200 200 20 90 7 30 5 9 5 Total: 3058 = 2 x 11 x 139. 7.12.1.4.2.6.2.2.1.1.2 Even positioned groups of 5 from 7.12.1.1.2.2.1.1.2: 200 200 10 9 5 60 100 100 70 200 60 600 9 70 10 60 5 60 7 1 80 40 200 9 90 100 5 1 60 80 60 90 70 80 4 Total: 2805 = 3 x 5 x 11 x 17. 7.12.1.4.2.6.2.2.1.2 Odd positioned groups of 1 from 7.12.1.1.2.2.1.2.1: 7 20 200 3 1 10 10 100 7 9 4 9 90 5 40 5 80 5 Total: 605 = 5 x 11 x 11. 7.12.1.4.2.6.2.2.1.3 Even positioned groups of 1 from 7.12.1.1.2.2.1.2.1: 400 3 5 9 4 5 9 80 70 5 1 100 9 1 1 1 1 Total: 704 = 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.4.2.6.2.2.1.4 Odd positioned groups of 3 from 7.12.1.2.1.2.1.4.1: 4 600 90 600 40 20 9 4 9 70 5 3 80 1 40 1 9 5 40 600 100 100 60 200 9 5 90 Total: 2794 = 2 x 11 x 127. SF: 140 = 2 x 2 x 5 x 7. 7.12.1.4.2.6.2.2.2 Even positioned groups of 3 from 7.12.1.2.1.2.1.4.1: 600 10 1 1 100 60 200 4 1 9 100 60 60 100 60 9 600 40 5 40 60 10 1 90 9 1 200 Total: 2431 = 11 x 13 x 17. 7.12.1.4.2.6.2.2.3 Odd positioned groups of 2 from 7.12.1.2.1.2.1.4.2: 10 60 200 100 3 5 6 5 300 200 3 60 200 60 70 1 1 100 40 3 40 1 10 70 8 1 9 40 Total: 1606 = 2 x 11 x 73. 7.12.1.4.2.6.2.2.4 Even positioned groups of 2 from 7.12.1.2.1.2.1.4.2: 1 1 20 5 1 200 9 1 20 5 30 5 200 5 10 1 60 40 60 7 60 9 5 40 40 100 Total: 935 = 5 x 11 x 17. 7.12.1.4.2.6.2.3 Odd positioned groups of 1 from 7.12.1.2.1.2.1.4.5: 600 1 60 4 90 200 1 60 5 600 20 1 200 1 5 9 9 300 5 60 3 40 100 40 10 90 9 100 200 5 9 200 1 9 90 9 Total: 3146 = 2 x 11 x 11 x 13. 7.12.1.4.2.6.2.4 Even positioned groups of 1 from 7.12.1.2.1.2.1.4.5: 10 10 1 600 1 100 100 20 3 40 5 200 4 6 9 4 1 200 40 40 60 600 7 1 1 60 10 60 70 40 1 8 40 5 100 40 Total: 2497 = 11 x 227. SF: 238 = 2 x 7 x 17. SF: 26 = 2 x 13. 7.12.1.4.2.6.2.4.1 Odd positioned groups of 12 from 7.12.1.2.1.2.1.4.5: 1 100 60 20 5 3 600 40 20 5 1 200 5 40 60 40 3 60 40 600 100 7 40 1 9 1 200 8 1 40 9 5 90 100 9 40 Total: 2563 = 11 x 233. 7.12.1.4.2.6.2.4.2 Even positioned groups of 12 from 7.12.1.2.1.2.1.4.5: 600 10 1 10 60 1 4 600 90 1 200 100 200 4 1 6 5 9 9 4 9 1 300 200 10 1 90 60 9 10 100 60 200 70 5 40 Total: 3080 = 2 x 2 x 2 x 5 x 7 x 11. 7.12.1.4.2.6.2.4.2.1 Odd positioned groups of 14 from 7.12.1.2.1.2.3.1.3: 40 1 200 100 7 10 100 60 20 5 3 20 9 8 40 60 40 3 60 5 40 200 70 60 100 60 40 5 1 40 9 100 5 90 100 9 40 90 1 90 100 5 Total: 2046 = 2 x 3 x 11 x 31. 7.12.1.4.2.6.2.4.2.2 Even positioned groups of 14 from 7.12.1.2.1.2.3.1.3: 70 80 5 60 90 60 200 4 1 100 1 4 5 200 10 1 60 40 5 9 200 600 40 5 20 5 100 60 Total: 2035 = 5 x 11 x 37. 7.12.1.4.2.6.3 Odd positioned groups of 2 from 7.12.1.2.1.2.3.3.6: 40 60 60 20 60 40 200 70 80 9 100 60 10 1 100 7 9 100 4 200 40 10 5 5 80 1 40 10 60 9 60 40 200 1 1 100 Total: 1892 = 2 x 2 x 11 x 43. 7.12.1.4.2.6.3.1 Even positioned groups of 2 from 7.12.1.2.1.2.3.3.6: 40 3 7 80 5 40 60 5 90 1 40 5 40 600 40 1 9 600 60 20 1 9 70 1 1 60 1 90 10 60 5 9 30 30 Total: 2123 = 11 x 193. 7.12.1.4.2.6.3.1.1 Last half of 35 from 7.12.1.2.1.2.3.4.2: 1 200 100 60 40 200 100 5 5 10 80 9 40 60 9 40 1 100 1 4 5 7 3 30 5 40 1 200 100 60 40 10 5 70 9 Total: 1650 = 2 x 3 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.6.3.1.10 First half of 35 from 7.12.1.2.1.2.3.4.2: 600 10 1 10 60 1 200 90 200 100 60 9 90 1 8 60 1 200 100 7 10 20 5 3 1 200 100 7 5 100 1 9 200 100 60 Total: 2629 = 11 x 239. 7.12.1.4.2.6.3.1.10.1 Odd positioned groups of 8 from 7.12.1.2.3.1.2.2.1: 90 70 5 80 9 5 1 200 7 2 1 90 9 20 40 9 90 1 40 1 200 100 60 20 600 40 9 20 1 30 1 8 Total: 1859 = 11 x 13 x 13. 7.12.1.4.2.6.3.1.10.1.1 Even positioned groups of 8 from 7.12.1.2.3.1.2.2.1: 20 7 40 1 1 9 40 9 60 200 4 60 100 40 80 200 5 9 40 7 30 20 5 3 Total: 990 = 2 x 3 x 3 x 5 x 11. 7.12.1.4.2.6.3.1.10.1.1.1 Last half of 28 from 7.12.1.2.3.1.2.2.1: 100 40 80 200 90 1 40 1 200 100 60 20 5 9 40 7 30 20 5 3 600 40 9 20 1 30 1 8 Total: 1760 = 2 x 2 x 2 x 2 x 2 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.6.3.1.10.1.1.2 First half of 28 from 7.12.1.2.3.1.2.2.1: 90 70 5 80 9 5 1 200 20 7 40 1 1 9 40 9 7 2 1 90 9 20 40 9 60 200 4 60 Total: 1089 = 3 x 3 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.6.3.1.10.1.2 Odd positioned groups of 1 from 7.12.1.2.3.1.2.2.2: 9 200 100 90 3 40 10 9 400 5 9 80 80 40 70 9 1 5 90 5 40 10 9 5 40 7 5 70 Total: 1441 = 11 x 131. 7.12.1.4.2.6.3.1.10.1.2.1 Even positioned groups of 1 from 7.12.1.2.3.1.2.2.2: 10 40 5 5 5 7 5 8 9 1 70 5 600 60 90 40 70 9 4 600 5 1 5 10 1 100 1 5 Total: 1771 = 7 x 11 x 23. 7.12.1.4.2.6.3.1.10.1.2.1.1 Odd positioned groups of 2 from 7.12.1.2.3.1.4.2.2: 20 9 70 1 90 10 40 5 8 5 2 1 90 200 5 70 60 40 40 9 1 90 100 40 60 9 40 7 Total: 1122 = 2 x 3 x 11 x 17. 7.12.1.4.2.6.3.1.10.1.2.1.2 Even positioned groups of 2 from 7.12.1.2.3.1.4.2.2: 1 90 60 200 1 1 9 600 60 40 80 20 40 40 600 70 1 9 7 2 70 9 80 200 300 600 Total: 3190 = 2 x 5 x 11 x 29. 7.12.1.4.2.6.3.1.10.1.2.2 Odd positioned groups of 3 from 7.12.1.2.3.1.4.2.2: 90 70 1 10 1 1 600 8 5 1 80 20 40 5 70 40 1 9 2 1 90 40 80 200 600 40 7 Total: 2112 = 2 x 2 x 2 x 2 x 2 x 2 x 3 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.6.3.1.10.2 Even positioned groups of 3 from 7.12.1.2.3.1.4.2.2: 20 9 1 60 200 90 40 5 9 60 40 2 90 200 40 600 70 60 40 9 7 70 9 100 60 9 300 Total: 2200 = 2 x 2 x 2 x 5 x 5 x 11. 7.12.1.4.2.6.3.1.10.3 Odd positioned groups of 4 from 7.12.1.2.3.1.4.3.1: 600 70 60 40 100 9 90 9 40 7 200 90 40 9 7 2 40 5 600 80 5 40 60 9 30 20 5 3 1 30 1 8 Total: 2310 = 2 x 3 x 5 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.6.3.1.10.4 Even positioned groups of 4 from 7.12.1.2.3.1.4.3.1: 1 9 60 40 30 200 100 60 1 40 9 100 1 90 100 7 1 40 1 90 300 600 40 7 600 40 9 20 Total: 2596 = 2 x 2 x 11 x 59. 7.12.1.4.2.6.3.1.10.4.1 Odd positioned groups of 5 from 7.12.1.2.3.1.4.3.2: 1 9 60 200 5 90 5 100 1 9 200 90 10 1 1 70 60 30 9 40 1 80 20 60 4 100 1 200 100 60 Total: 1617 = 3 x 7 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.6.3.1.10.4.1.1 Even positioned groups of 5 from 7.12.1.2.3.1.4.3.2: 20 9 1 90 70 3 1 200 10 7 70 60 9 60 60 1 70 200 60 1 60 9 60 40 2 600 40 5 300 5 Total: 2123 = 11 x 193. 7.12.1.4.2.6.3.1.10.4.1.2 Last half of 30 from 7.12.1.2.3.1.4.3.2: 1 70 200 60 1 70 60 30 9 40 60 9 60 40 2 1 80 20 60 4 600 40 5 300 5 100 1 200 100 60 Total: 2288 = 2 x 2 x 2 x 2 x 11 x 13. 7.12.1.4.2.6.3.1.10.4.1.3 First half of 30 from 7.12.1.2.3.1.4.3.2: 20 9 1 90 70 1 9 60 200 5 3 1 200 10 7 90 5 100 1 9 70 60 9 60 60 200 90 10 1 1 Total: 1452 = 2 x 2 x 3 x 11 x 11. 7.12.1.4.2.6.3.1.10.4.1.4 Odd positioned groups of 2 from 7.12.1.2.3.1.4.4.1: 600 90 6 5 5 30 1 1 4 5 9 600 30 600 9 40 200 600 60 40 9 90 7 90 70 9 80 200 40 1 Total: 3531 = 3 x 11 x 107. 7.12.1.4.2.6.3.1.10.4.2 Even positioned groups of 2 from 7.12.1.2.3.1.4.4.1: 100 1 9 40 60 40 100 1 40 5 8 5 40 1 9 5 40 200 10 1 9 40 60 9 100 40 90 1 200 100 Total: 1364 = 2 x 2 x 11 x 31. 7.12.1.4.2.6.3.1.2 Odd positioned groups of 4 from 7.12.1.2.3.1.4.4.1: 600 90 100 1 5 30 60 40 4 5 40 5 30 600 40 1 200 600 40 200 9 90 9 40 70 9 100 40 40 1 200 100 Total: 3399 = 3 x 11 x 103. SF: 117 = 3 x 3 x 13. 7.12.1.4.2.6.3.1.2.1 Even positioned groups of 4 from 7.12.1.2.3.1.4.4.1: 6 5 9 40 1 1 100 1 9 600 8 5 9 40 9 5 60 40 10 1 7 90 60 9 80 200 90 1 Total: 1496 = 2 x 2 x 2 x 11 x 17. 7.12.1.4.2.6.3.1.2.2 Odd positioned groups of 6 from 7.12.1.2.3.1.4.4.1: 9 40 5 30 60 40 40 5 9 600 8 5 9 5 200 600 40 200 9 40 7 90 60 9 90 1 40 1 200 100 Total: 2552 = 2 x 2 x 2 x 11 x 29. 7.12.1.4.2.6.3.1.2.2.1 Even positioned groups of 6 from 7.12.1.2.3.1.4.4.1: 600 90 100 1 6 5 1 1 100 1 4 5 30 600 40 1 9 40 60 40 10 1 9 90 70 9 100 40 80 200 Total: 2343 = 3 x 11 x 71. 7.12.1.4.2.6.3.1.2.2.2 Odd positioned groups of 1 from 7.12.1.2.3.1.4.4.2: 60 80 60 90 40 5 1 7 100 40 40 1 1 100 90 Total: 715 = 5 x 11 x 13. 7.12.1.4.2.6.3.1.3 Even positioned groups of 1 from 7.12.1.2.3.1.4.4.2: 70 1 40 200 40 70 200 40 7 1 10 9 40 5 70 Total: 803 = 11 x 73. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.6.3.1.4 Odd positioned groups of 2 from 7.12.1.2.3.1.4.4.2: 60 70 60 40 40 40 1 200 100 7 40 10 1 40 90 70 Total: 869 = 11 x 79. 7.12.1.4.2.6.3.1.5 Even positioned groups of 2 from 7.12.1.2.3.1.4.4.2: 80 1 90 200 5 70 7 40 40 1 1 9 100 5 Total: 649 = 11 x 59. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.6.3.1.5.1 Odd positioned groups of 2 from 7.12.1.2.3.4.2.1.1: 60 40 200 3 100 40 100 90 60 600 40 1 50 40 1 100 1 5 30 100 Total: 1661 = 11 x 151. 7.12.1.4.2.6.3.1.5.2 Even positioned groups of 2 from 7.12.1.2.3.4.2.1.1: 9 90 30 9 9 1 100 100 5 20 60 5 5 200 40 1 40 200 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.4.2.6.3.1.5.2.1 Odd positioned groups of 1 from 7.12.1.2.3.4.2.1.2: 3 1 600 1 5 600 5 60 60 7 Total: 1342 = 2 x 11 x 61. 7.12.1.4.2.6.3.1.5.2.2 Even positioned groups of 1 from 7.12.1.2.3.4.2.1.2: 20 5 90 60 9 1 60 1 40 Total: 286 = 2 x 11 x 13. SF: 26 = 2 x 13. 7.12.1.4.2.6.3.1.5.2.2.1 Odd positioned groups of 1 from 7.12.1.2.3.4.2.3.3: 60 40 9 90 200 3 30 9 100 40 7 1 9 100 9 1 1 4 90 Total: 803 = 11 x 73. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.6.3.1.5.2.2.2 Even positioned groups of 1 from 7.12.1.2.3.4.2.3.3: 200 70 7 60 5 60 5 90 60 20 40 1 60 5 50 40 5 200 1 Total: 979 = 11 x 89. 7.12.1.4.2.6.3.1.5.2.2.2.1 Odd positioned groups of 7 from 7.12.1.2.4.1.1.2.2: 200 5 5 5 1 200 600 5 1 1 90 1 80 70 10 70 40 10 1 5 40 200 5 80 40 7 7 7 Total: 1786 = 2 x 19 x 47. 7.12.1.4.2.6.3.1.5.2.2.2.2 Even positioned groups of 7 from 7.12.1.2.4.1.1.2.2: 60 600 100 200 20 40 100 20 90 300 70 200 80 100 90 20 1 10 1 10 9 80 60 100 20 1 5 7 Total: 2394 = 2 x 3 x 3 x 7 x 19. 7.12.1.4.2.6.3.1.5.3 Odd positioned groups of 14 from 7.12.1.2.4.1.1.2.2: 5 1 1 90 1 80 70 20 90 300 70 200 80 100 200 5 80 40 7 7 7 80 60 100 20 1 5 7 Total: 1727 = 11 x 157. SF: 168 = 2 x 2 x 2 x 3 x 7. 7.12.1.4.2.6.3.1.5.3.1 Even positioned groups of 14 from 7.12.1.2.4.1.1.2.2: 200 5 5 5 1 200 600 60 600 100 200 20 40 100 10 70 40 10 1 5 40 90 20 1 10 1 10 9 Total: 2453 = 11 x 223. SF: 234 = 2 x 3 x 3 x 13. SF: 21 = 3 x 7. 7.12.1.4.2.6.3.1.5.3.2 Last half of 28 from 7.12.1.2.4.1.3.1.2: 1 9 7 90 9 3 5 90 80 5 60 40 10 1 80 600 2 1 60 40 90 1 40 30 9 10 40 600 Total: 2013 = 3 x 11 x 61. 7.12.1.4.2.6.3.1.5.3.3 First half of 28 from 7.12.1.2.4.1.3.1.2: 9 70 10 1 60 1 90 60 200 9 600 40 9 90 90 5 60 5 2 200 60 1 9 5 60 40 100 600 Total: 2486 = 2 x 11 x 113. SF: 126 = 2 x 3 x 3 x 7. 7.12.1.4.2.6.3.1.5.3.3.1 Odd positioned groups of 3 from 7.12.1.2.4.1.5.2.2: 8 90 5 90 7 1 9 1 5 30 9 1 1 40 100 40 100 600 30 60 40 9 5 100 5 70 40 Total: 1496 = 2 x 2 x 2 x 11 x 17. 7.12.1.4.2.6.3.1.5.3.3.2 Even positioned groups of 3 from 7.12.1.2.4.1.5.2.2: 90 60 40 100 70 5 9 1 10 9 10 1 1 200 200 5 40 1 20 5 90 10 20 1 7 5 10 600 100 7 Total: 1727 = 11 x 157. SF: 168 = 2 x 2 x 2 x 3 x 7. 7.12.1.4.2.6.3.1.5.3.3.3 Odd positioned groups of 19 from 7.12.1.2.4.2.2.2.1: 40 7 1 60 90 40 40 9 200 200 60 60 20 90 10 9 40 4 90 90 1 60 90 40 9 5 9 100 100 60 600 9 1 70 5 5 600 90 Total: 3014 = 2 x 11 x 137. 7.12.1.4.2.6.3.1.5.3.3.4 Even positioned groups of 19 from 7.12.1.2.4.2.2.2.1: 20 1 70 5 200 60 60 60 9 70 5 5 90 1 1 1 600 200 60 Total: 1518 = 2 x 3 x 11 x 23. SF: 39 = 3 x 13. 7.12.1.4.2.6.3.1.5.3.4 Odd positioned groups of 1 from 7.12.1.2.4.2.3.2.1: 40 3 40 60 600 200 40 4 4 200 100 80 20 60 1 9 20 9 90 1 1 100 200 40 8 5 9 600 20 60 600 1 1 5 6 5 30 600 Total: 3872 = 2 x 2 x 2 x 2 x 2 x 11 x 11. 7.12.1.4.2.6.3.1.5.4 Even positioned groups of 1 from 7.12.1.2.4.2.3.2.1: 1 200 200 5 30 100 40 1 100 5 90 40 3 4 60 90 3 600 5 9 1 80 60 1 5 3 600 1 9 100 5 90 100 10 40 5 400 600 Total: 3696 = 2 x 2 x 2 x 2 x 3 x 7 x 11. 7.12.1.4.2.6.3.1.6 Last half of 38 from 7.12.1.2.4.2.3.2.1: 1 9 1 1 100 80 200 60 40 1 8 5 5 3 9 600 600 1 20 9 60 100 600 5 1 90 1 100 5 10 6 40 5 5 30 400 600 600 Total: 4411 = 11 x 401. 7.12.1.4.2.6.3.1.7 First half of 38 from 7.12.1.2.4.2.3.2.1: 40 1 3 200 40 200 60 5 600 30 200 100 40 40 4 1 4 100 200 5 100 90 80 40 20 3 60 4 1 60 9 90 20 3 9 600 90 5 Total: 3157 = 7 x 11 x 41. 7.12.1.4.2.6.3.1.8 Odd positioned groups of 18 from 7.12.1.4.2.2.1.1.2: 100 7 40 400 20 1 1 10 60 5 100 7 5 90 400 5 2 1 70 20 7 9 30 1 30 60 200 90 1 200 7 90 60 2 1 90 Total: 2222 = 2 x 11 x 101. 7.12.1.4.2.6.3.1.9 Even positioned groups of 18 from 7.12.1.4.2.2.1.1.2: 9 50 1 1 200 100 1 9 30 7 3 3 5 9 90 60 40 20 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.4.2.6.3.2 Odd positioned groups of 1 from 7.12.1.4.2.2.2.1.3: 90 5 200 10 9 1 1 80 9 40 200 40 1 9 80 100 70 3 70 90 40 40 9 80 7 70 5 100 20 40 20 1 60 600 600 60 Total: 2860 = 2 x 2 x 5 x 11 x 13. 7.12.1.4.2.6.3.2.1 Even positioned groups of 1 from 7.12.1.4.2.2.2.1.3: 70 30 4 10 90 40 9 90 20 1 60 100 100 1 5 60 5 60 9 200 1 5 600 1 90 4 100 5 60 60 9 40 9 90 100 40 Total: 2178 = 2 x 3 x 3 x 11 x 11. 7.12.1.4.2.6.3.2.1.1 Odd positioned groups of 18 from 7.12.1.4.2.2.2.1.3: 40 1 200 60 40 100 1 100 9 1 80 5 100 60 70 5 3 60 100 5 20 60 40 60 20 9 1 40 60 9 600 90 600 100 60 40 Total: 2849 = 7 x 11 x 37. 7.12.1.4.2.6.3.2.1.2 Even positioned groups of 18 from 7.12.1.4.2.2.2.1.3: 90 70 5 30 200 4 10 10 9 90 1 40 1 9 80 90 9 20 70 9 90 200 40 1 40 5 9 600 80 1 7 90 70 4 5 100 Total: 2189 = 11 x 199. SF: 210 = 2 x 3 x 5 x 7. 7.12.1.4.2.6.3.2.1.3 Odd positioned groups of 24 from 7.12.1.4.2.2.2.1.3: 1 100 9 1 80 5 100 60 70 5 3 60 70 9 90 200 40 1 40 5 9 600 80 1 Total: 1639 = 11 x 149. 7.12.1.4.2.6.3.2.1.4 Even positioned groups of 24 from 7.12.1.4.2.2.2.1.3: 90 70 5 30 200 4 10 10 9 90 1 40 1 9 80 90 9 20 40 1 200 60 40 100 7 90 70 4 5 100 100 5 20 60 40 60 20 9 1 40 60 9 600 90 600 100 60 40 Total: 3399 = 3 x 11 x 103. SF: 117 = 3 x 3 x 13. 7.12.1.4.2.6.3.2.2 Last half of 28 from 7.12.1.4.2.2.3.1.2: 60 10 10 9 1 9 30 1 600 8 30 60 20 1 90 300 10 1 9 70 90 70 3 10 90 600 90 600 Total: 2882 = 2 x 11 x 131. 7.12.1.4.2.6.3.2.3 First half of 28 from 7.12.1.4.2.2.3.1.2: 90 20 1 30 4 9 1 100 90 70 80 60 5 30 40 60 1 200 100 60 90 600 90 5 9 10 1 80 Total: 1936 = 2 x 2 x 2 x 2 x 11 x 11. 7.12.1.4.2.6.3.2.4 Odd positioned groups of 14 from 7.12.1.4.2.2.5.4.3: 60 200 90 1 9 60 200 70 60 100 60 40 7 3 7 100 60 40 20 5 100 60 200 4 600 10 5 40 Total: 2211 = 3 x 11 x 67. 7.12.1.4.2.6.3.2.4.1 Even positioned groups of 14 from 7.12.1.4.2.2.5.4.3: 9 40 60 9 20 600 90 60 1 40 60 9 8 5 1 80 9 20 5 1 200 100 7 3 5 30 9 70 Total: 1551 = 3 x 11 x 47. 7.12.1.4.2.6.3.2.4.2 Odd positioned groups of 4 from 7.12.1.4.2.2.5.4.4: 90 20 10 1 600 40 4 9 9 100 1 90 5 30 60 40 40 7 1 200 600 60 4 5 9 10 5 40 Total: 2090 = 2 x 5 x 11 x 19. 7.12.1.4.2.6.3.2.4.2.1 Even positioned groups of 4 from 7.12.1.4.2.2.5.4.4: 200 90 60 200 10 1 20 9 600 40 1 80 1 100 60 90 600 40 600 200 5 9 80 1 Total: 3097 = 19 x 163. SF: 182 = 2 x 7 x 13. 7.12.1.4.2.6.3.2.4.2.2 Odd positioned groups of 13 from 7.12.1.4.2.2.5.4.4: 1 20 9 9 100 1 90 600 40 1 80 5 30 200 600 60 4 5 5 9 80 1 9 10 5 40 Total: 2014 = 2 x 19 x 53. 7.12.1.4.2.6.3.2.5 Even positioned groups of 13 from 7.12.1.4.2.2.5.4.4: 90 20 10 1 200 90 60 200 600 40 4 9 10 60 40 1 100 60 90 40 7 1 200 600 40 600 Total: 3173 = 19 x 167. 7.12.1.4.2.6.3.2.5.1 Odd positioned groups of 8 from 7.12.1.4.2.2.11.2.1: 60 9 10 1 60 40 70 5 60 9 4 9 5 9 60 200 100 9 8 5 1 40 1 200 5 3 100 5 10 1 600 90 9 90 40 200 200 100 5 9 Total: 2442 = 2 x 3 x 11 x 37. 7.12.1.4.2.6.3.2.5.2 Even positioned groups of 8 from 7.12.1.4.2.2.11.2.1: 90 60 60 200 60 10 1 90 60 200 40 60 1 80 1 100 40 100 30 1 5 2 90 300 30 1 600 40 9 70 10 1 Total: 2442 = 2 x 3 x 11 x 37. 7.12.1.4.2.6.3.2.6 Odd positioned groups of 24 from 7.12.1.4.2.2.11.2.1: 60 200 40 60 1 80 1 100 100 9 8 5 1 40 1 200 40 100 30 1 5 2 90 300 Total: 1474 = 2 x 11 x 67. 7.12.1.4.2.6.3.2.7 Even positioned groups of 24 from 7.12.1.4.2.2.11.2.1: 60 9 10 1 60 40 70 5 90 60 60 200 60 10 1 90 60 9 4 9 5 9 60 200 5 3 100 5 10 1 600 90 30 1 600 40 9 70 10 1 9 90 40 200 200 100 5 9 Total: 3410 = 2 x 5 x 11 x 31. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.6.3.2.7.1 Odd positioned groups of 1 from 7.12.1.4.2.2.11.2.2: 5 40 100 5 7 600 30 9 9 40 400 200 60 5 1 400 5 9 Total: 1925 = 5 x 5 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.6.3.2.7.2 Even positioned groups of 1 from 7.12.1.4.2.2.11.2.2: 1 7 60 3 3 40 9 4 70 90 20 4 10 100 40 1 2 20 Total: 484 = 2 x 2 x 11 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.6.3.2.7.2.1 Odd positioned groups of 1 from 7.12.1.4.2.2.11.3.1: 9 90 70 5 9 4 8 10 1 200 200 5 600 40 40 1 10 400 9 1 30 9 60 600 10 80 40 Total: 2541 = 3 x 7 x 11 x 11. 7.12.1.4.2.6.3.2.7.2.2 Even positioned groups of 1 from 7.12.1.4.2.2.11.3.1: 40 20 5 4 30 9 5 1 100 4 100 3 200 60 90 10 9 1 50 200 1 20 40 90 1 5 200 Total: 1298 = 2 x 11 x 59. 7.12.1.4.2.6.3.2.7.3 Odd positioned groups of 1 from 7.12.1.4.2.2.11.3.4: 600 4 1 8 60 10 9 1 60 100 40 70 1 60 10 5 400 9 60 600 4 10 9 80 8 40 40 Total: 2299 = 11 x 11 x 19. 7.12.1.4.2.6.3.2.7.4 Even positioned groups of 1 from 7.12.1.4.2.2.11.3.4: 40 9 100 5 200 1 20 100 90 7 90 5 10 10 9 90 1 80 9 90 5 1 70 5 600 200 1 Total: 1848 = 2 x 2 x 2 x 3 x 7 x 11. 7.12.1.4.2.6.3.2.7.4.1 Odd positioned groups of 1 from 7.12.1.4.2.2.11.6.1: 9 1 5 9 1 1 40 9 200 200 60 5 5 100 1 10 9 1 100 1 9 60 4 100 9 8 Total: 957 = 3 x 11 x 29. 7.12.1.4.2.6.3.2.7.4.2 Even positioned groups of 1 from 7.12.1.4.2.2.11.6.1: 60 70 60 1 5 60 1 1 5 40 7 600 9 40 60 5 5 9 40 30 5 100 30 600 9 40 Total: 1892 = 2 x 2 x 11 x 43. 7.12.1.4.2.6.3.2.7.4.3 Odd positioned groups of 2 from 7.12.1.4.2.2.11.6.1: 9 60 5 60 1 5 40 1 200 5 60 7 5 9 1 60 9 5 100 40 9 5 4 30 9 9 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.4.2.6.3.2.7.4.4 Even positioned groups of 2 from 7.12.1.4.2.2.11.6.1: 1 70 9 1 1 60 9 1 200 40 5 600 100 40 10 5 1 9 1 30 60 100 100 600 8 40 Total: 2101 = 11 x 191. 7.12.1.4.2.6.3.2.8 Odd positioned groups of 7 from 7.12.1.4.2.2.12.1.1: 20 9 10 30 7 90 300 1 70 10 80 1 6 60 600 10 5 40 7 80 600 100 7 90 600 80 1 100 Total: 3014 = 2 x 11 x 137. 7.12.1.4.2.6.4 Even positioned groups of 7 from 7.12.1.4.2.2.12.1.1: 1 1 80 400 9 200 10 40 20 5 1 80 5 4 8 9 30 1 100 20 5 9 7 20 9 1 200 100 Total: 1375 = 5 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.6.5 Odd positioned groups of 2 from 7.12.1.4.2.2.12.1.2: 1 90 80 60 60 40 9 1 1 100 100 60 80 5 90 100 90 1 60 200 9 4 3 10 90 600 200 100 Total: 2244 = 2 x 2 x 3 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.4.2.6.5.1 Even positioned groups of 2 from 7.12.1.4.2.2.12.1.2: 90 70 300 7 1 20 7 100 60 90 200 4 5 9 60 70 200 100 7 90 5 100 1 100 40 1 60 40 Total: 1837 = 11 x 167. 7.12.1.4.2.6.5.1.1 Last half of 28 from 7.12.1.4.2.2.12.1.2: 90 100 60 70 90 1 200 100 60 200 7 90 9 4 5 100 3 10 1 100 90 600 40 1 200 100 60 40 Total: 2431 = 11 x 13 x 17. 7.12.1.4.2.6.5.1.2 First half of 28 from 7.12.1.4.2.2.12.1.2: 1 90 90 70 80 60 300 7 60 40 1 20 9 1 7 100 1 100 60 90 100 60 200 4 80 5 5 9 Total: 1650 = 2 x 3 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.6.5.1.2.1 Last half of 28 from 7.12.1.4.2.2.12.1.4: 80 5 5 9 90 100 60 70 7 80 600 8 9 30 1 100 90 1 200 100 60 200 7 90 20 5 100 7 Total: 2134 = 2 x 11 x 97. 7.12.1.4.2.6.5.1.2.2 First half of 28 from 7.12.1.4.2.2.12.1.4: 20 9 10 30 7 90 300 1 1 90 90 70 80 60 300 7 1 80 400 9 200 10 1 70 60 40 1 20 Total: 2057 = 11 x 11 x 17. SF: 39 = 3 x 13. 7.12.1.4.2.6.5.1.2.2.1 Odd positioned groups of 3 from 7.12.1.4.2.2.12.3.1: 100 60 70 100 9 1 5 1 200 9 20 5 600 80 1 100 5 20 60 40 60 600 90 600 100 60 40 Total: 3036 = 2 x 2 x 3 x 11 x 23. 7.12.1.4.2.6.5.1.2.2.2 Even positioned groups of 3 from 7.12.1.4.2.2.12.3.1: 5 9 90 9 30 1 30 60 200 2 1 90 100 7 90 3 10 1 20 5 3 1 90 90 40 1 200 Total: 1188 = 2 x 2 x 3 x 3 x 3 x 11. 7.12.1.4.2.6.5.1.3 Odd positioned groups of 9 from 7.12.1.4.2.2.12.3.1: 5 9 90 100 60 70 9 30 1 2 1 90 9 20 5 100 7 90 20 5 3 60 40 60 1 90 90 Total: 1067 = 11 x 97. 7.12.1.4.2.6.5.1.4 Even positioned groups of 9 from 7.12.1.4.2.2.12.3.1: 100 9 1 30 60 200 5 1 200 600 80 1 3 10 1 100 5 20 600 90 600 40 1 200 100 60 40 Total: 3157 = 7 x 11 x 41. 7.12.1.4.2.6.5.1.4.1 Odd positioned groups of 18 from 7.12.1.4.2.2.12.3.1: 5 9 90 100 60 70 9 30 1 100 9 1 30 60 200 5 1 200 20 5 3 60 40 60 1 90 90 600 90 600 40 1 200 100 60 40 Total: 3080 = 2 x 2 x 2 x 5 x 7 x 11. 7.12.1.4.2.6.5.1.4.2 Even positioned groups of 18 from 7.12.1.4.2.2.12.3.1: 2 1 90 9 20 5 100 7 90 600 80 1 3 10 1 100 5 20 Total: 1144 = 2 x 2 x 2 x 11 x 13. 7.12.1.4.2.6.5.1.4.2.1 Odd positioned groups of 18 from 7.12.1.4.2.2.13.1.2: 100 7 40 400 20 1 1 10 60 5 100 7 5 90 400 5 2 1 70 20 7 9 30 1 30 60 200 90 1 200 7 90 60 2 1 90 Total: 2222 = 2 x 11 x 101. 7.12.1.4.2.6.5.1.4.2.2 Even positioned groups of 18 from 7.12.1.4.2.2.13.1.2: 9 50 1 1 200 100 1 9 30 7 3 3 5 9 90 60 40 20 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.4.2.6.5.1.4.2.2.1 Odd positioned groups of 1 from 7.12.1.4.2.2.13.2.3: 90 5 200 10 9 1 1 80 9 40 200 40 1 9 80 100 70 3 70 90 40 40 9 80 7 70 5 100 20 40 20 1 60 600 600 60 Total: 2860 = 2 x 2 x 5 x 11 x 13. 7.12.1.4.2.6.5.1.4.2.2.2 Even positioned groups of 1 from 7.12.1.4.2.2.13.2.3: 70 30 4 10 90 40 9 90 20 1 60 100 100 1 5 60 5 60 9 200 1 5 600 1 90 4 100 5 60 60 9 40 9 90 100 40 Total: 2178 = 2 x 3 x 3 x 11 x 11. 7.12.1.4.2.6.5.1.4.2.3 Odd positioned groups of 18 from 7.12.1.4.2.2.13.2.3: 40 1 200 60 40 100 1 100 9 1 80 5 100 60 70 5 3 60 100 5 20 60 40 60 20 9 1 40 60 9 600 90 600 100 60 40 Total: 2849 = 7 x 11 x 37. 7.12.1.4.2.6.5.1.4.2.4 Even positioned groups of 18 from 7.12.1.4.2.2.13.2.3: 90 70 5 30 200 4 10 10 9 90 1 40 1 9 80 90 9 20 70 9 90 200 40 1 40 5 9 600 80 1 7 90 70 4 5 100 Total: 2189 = 11 x 199. SF: 210 = 2 x 3 x 5 x 7. 7.12.1.4.2.6.5.2 Odd positioned groups of 24 from 7.12.1.4.2.2.13.2.3: 1 100 9 1 80 5 100 60 70 5 3 60 70 9 90 200 40 1 40 5 9 600 80 1 Total: 1639 = 11 x 149. 7.12.1.4.2.6.5.2.1 Even positioned groups of 24 from 7.12.1.4.2.2.13.2.3: 90 70 5 30 200 4 10 10 9 90 1 40 1 9 80 90 9 20 40 1 200 60 40 100 7 90 70 4 5 100 100 5 20 60 40 60 20 9 1 40 60 9 600 90 600 100 60 40 Total: 3399 = 3 x 11 x 103. SF: 117 = 3 x 3 x 13. 7.12.1.4.2.6.5.2.2 Odd positioned groups of 2 from 7.12.1.4.2.3.1.1.1: 60 100 5 200 60 9 6 7 60 40 80 9 200 1 5 90 5 9 1 9 60 40 90 9 1 9 80 9 Total: 1254 = 2 x 3 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.4.2.6.5.2.3 Even positioned groups of 2 from 7.12.1.4.2.3.1.1.1: 1 40 90 60 1 9 100 90 7 5 5 30 100 60 100 60 80 5 40 100 9 200 20 5 5 10 1 10 Total: 1243 = 11 x 113. 7.12.1.4.2.6.5.2.3.1 Odd positioned groups of 8 from 7.12.1.4.2.3.1.1.1: 60 100 1 40 5 200 90 60 60 40 7 5 80 9 5 30 5 9 80 5 1 9 40 100 1 9 5 10 80 9 1 10 Total: 1166 = 2 x 11 x 53. 7.12.1.4.2.6.5.2.3.2 Even positioned groups of 8 from 7.12.1.4.2.3.1.1.1: 60 9 1 9 6 7 100 90 200 1 100 60 5 90 100 60 60 40 9 200 90 9 20 5 Total: 1331 = 11 x 11 x 11. 7.12.1.4.2.6.5.2.4 Odd positioned groups of 13 from 7.12.1.4.2.3.2.1.6: 20 9 1 600 40 100 1 90 600 90 5 70 5 8 60 40 100 5 100 1 200 80 9 4 5 100 Total: 2343 = 3 x 11 x 71. 7.12.1.4.2.6.5.2.4.1 Even positioned groups of 13 from 7.12.1.4.2.3.2.1.6: 60 9 90 20 60 200 8 5 70 5 9 4 1 100 60 200 70 5 100 5 50 5 80 7 80 600 Total: 1903 = 11 x 173. 7.12.1.4.2.6.5.2.4.2 Odd positioned groups of 13 from 7.12.1.4.2.3.2.1.7: 1 100 9 5 50 5 80 40 1 70 20 7 80 9 100 1 200 80 90 70 5 80 9 4 5 100 Total: 1221 = 3 x 11 x 37. 7.12.1.4.2.6.5.3 Even positioned groups of 13 from 7.12.1.4.2.3.2.1.7: 70 5 100 60 9 3 60 40 200 70 5 100 30 600 8 9 20 5 3 60 40 100 5 1 9 5 Total: 1617 = 3 x 7 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.6.5.4 Odd positioned groups of 4 from 7.12.1.4.2.3.2.3.1: 100 9 5 50 30 5 40 60 70 20 7 80 300 1 200 80 9 70 9 90 9 4 5 100 40 60 100 9 Total: 1562 = 2 x 11 x 71. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.6.5.4.1 Even positioned groups of 4 from 7.12.1.4.2.3.2.3.1: 5 80 400 60 9 4 40 1 600 8 10 5 60 200 10 1 90 70 5 80 20 5 3 60 Total: 1826 = 2 x 11 x 83. 7.12.1.4.2.6.5.4.2 Odd positioned groups of 2 from 7.12.1.4.2.3.2.3.2: 10 1 90 10 40 100 9 4 90 70 300 7 60 40 600 60 90 600 10 80 60 40 60 90 70 5 Total: 2596 = 2 x 2 x 11 x 59. 7.12.1.4.2.6.5.4.2.1 Even positioned groups of 2 from 7.12.1.4.2.3.2.3.2: 100 7 60 200 70 5 7 600 80 60 5 30 90 4 4 5 90 5 1 6 20 5 5 9 100 60 Total: 1628 = 2 x 2 x 11 x 37. SF: 52 = 2 x 2 x 13. 7.12.1.4.2.6.5.4.2.2 Odd positioned groups of 4 from 7.12.1.4.2.3.2.4.1: 10 9 60 90 5 1 60 8 1 60 100 9 60 5 80 20 200 5 7 1 90 9 5 60 600 1 5 100 Total: 1661 = 11 x 151. 7.12.1.4.2.6.5.5 Even positioned groups of 4 from 7.12.1.4.2.3.2.4.1: 60 90 9 90 60 1 9 9 7 600 100 9 2 40 9 60 5 400 30 20 100 90 10 60 Total: 1870 = 2 x 5 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.4.2.6.5.6 Odd positioned groups of 13 from 7.12.1.4.2.3.4.2.2: 90 100 9 80 1 20 1 5 90 100 60 200 70 90 70 60 4 5 90 600 80 1 40 60 100 9 Total: 2035 = 5 x 11 x 37. 7.12.1.4.2.6.5.6.1 Even positioned groups of 13 from 7.12.1.4.2.3.4.2.2: 9 6 7 100 90 9 10 1 1 70 5 10 60 5 100 1 200 100 60 30 1 100 9 9 90 600 Total: 1683 = 3 x 3 x 11 x 17. 7.12.1.4.2.6.5.6.2 Odd positioned groups of 16 from 7.12.1.4.2.3.4.2.3: 90 9 10 1 9 60 200 10 1 70 5 10 80 1 20 1 30 1 100 9 70 60 4 5 5 10 100 7 90 600 80 1 Total: 1749 = 3 x 11 x 53. 7.12.1.4.2.6.6 Even positioned groups of 16 from 7.12.1.4.2.3.4.2.3: 2 60 40 100 5 90 100 60 1 200 100 60 40 100 1 9 Total: 968 = 2 x 2 x 2 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.6.6.1 Last half of 24 from 7.12.1.4.2.3.4.2.3: 1 200 100 60 40 100 1 9 30 1 100 9 70 60 4 5 5 10 100 7 90 600 80 1 Total: 1683 = 3 x 3 x 11 x 17. 7.12.1.4.2.6.6.1.1 First half of 24 from 7.12.1.4.2.3.4.2.3: 90 9 10 1 9 60 200 10 1 70 5 10 80 1 20 1 2 60 40 100 5 90 100 60 Total: 1034 = 2 x 11 x 47. 7.12.1.4.2.6.6.1.2 Odd positioned groups of 4 from 7.12.1.4.2.3.4.2.4: 5 9 10 1 60 200 40 100 60 90 100 9 9 3 60 40 7 90 1 40 9 90 600 90 20 5 3 60 7 20 9 1 Total: 1848 = 2 x 2 x 2 x 3 x 7 x 11. 7.12.1.4.2.6.6.1.2.1 Even positioned groups of 4 from 7.12.1.4.2.3.4.2.4: 9 6 7 100 9 20 1 100 40 1 8 5 200 70 5 100 40 1 100 1 1 9 5 9 40 60 100 9 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.4.2.6.6.1.2.1.1 Odd positioned groups of 6 from 7.12.1.4.2.3.4.3.1: 4 7 600 1 9 60 90 100 60 60 40 60 5 100 7 90 1 40 80 60 200 5 5 10 Total: 1694 = 2 x 7 x 11 x 11. 7.12.1.4.2.6.6.1.2.1.2 Even positioned groups of 6 from 7.12.1.4.2.3.4.3.1: 200 40 100 70 5 9 200 10 1 70 5 10 20 7 40 40 200 70 9 5 9 100 1 200 100 7 90 600 80 1 Total: 2299 = 11 x 11 x 19. 7.12.1.4.2.6.6.1.2.2 Odd positioned groups of 18 from 7.12.1.4.2.3.4.3.2: 5 9 10 1 9 6 7 100 60 90 70 80 60 300 7 90 9 10 40 1 100 1 9 90 600 90 1 10 1 9 70 9 90 70 60 4 Total: 2178 = 2 x 3 x 3 x 11 x 11. 7.12.1.4.2.6.6.1.2.2.1 Even positioned groups of 18 from 7.12.1.4.2.3.4.3.2: 80 1 20 1 2 60 40 100 5 100 7 40 90 70 5 9 3 60 Total: 693 = 3 x 3 x 7 x 11. 7.12.1.4.2.6.6.1.2.2.2 Last half of 27 from 7.12.1.4.2.3.4.3.2: 100 7 40 90 70 5 9 3 60 40 1 100 1 9 90 600 90 1 10 1 9 70 9 90 70 60 4 Total: 1639 = 11 x 149. 7.12.1.4.2.6.6.1.2.2.2.1 First half of 27 from 7.12.1.4.2.3.4.3.2: 5 9 10 1 9 6 7 100 60 90 70 80 60 300 7 90 9 10 80 1 20 1 2 60 40 100 5 Total: 1232 = 2 x 2 x 2 x 2 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.6.6.1.2.2.2.2 Odd positioned groups of 1 from 7.12.1.4.2.4.2.1.1: 5 90 80 5 90 400 600 30 40 5 7 9 20 600 10 60 20 60 5 10 9 200 600 5 40 7 40 Total: 3047 = 11 x 277. 7.12.1.4.2.6.6.2 Even positioned groups of 1 from 7.12.1.4.2.4.2.1.1: 20 1 200 90 80 5 4 5 100 9 5 20 200 10 10 40 100 60 1 1 90 60 40 100 7 5 90 Total: 1353 = 3 x 11 x 41. 7.12.1.4.2.6.6.2.1 Odd positioned groups of 18 from 7.12.1.4.2.4.2.1.3: 5 20 90 60 9 1 1 80 200 80 100 1 5 90 90 1 9 100 1 200 100 100 60 60 70 20 5 5 1 10 1 1 7 1 9 90 Total: 1683 = 3 x 3 x 11 x 17. 7.12.1.4.2.6.6.2.1.1 Even positioned groups of 18 from 7.12.1.4.2.4.2.1.3: 80 400 5 20 5 60 600 4 30 10 10 10 1 70 60 60 40 20 Total: 1485 = 3 x 3 x 3 x 5 x 11. 7.12.1.4.2.6.6.2.1.1.1 Odd positioned groups of 1 from 7.12.1.4.2.4.2.2.2: 90 70 40 60 90 400 1 30 60 9 20 70 40 90 40 1 200 3 10 100 80 1 5 3 5 6 60 Total: 1584 = 2 x 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.4.2.6.6.2.1.1.2 Even positioned groups of 1 from 7.12.1.4.2.4.2.2.2: 90 1 70 1 3 20 7 20 200 5 90 5 1 5 100 60 40 60 90 90 60 80 1 600 9 1 40 Total: 1749 = 3 x 11 x 53. 7.12.1.4.2.6.6.2.1.1.2.1 Odd positioned groups of 18 from 7.12.1.4.2.4.2.2.3: 9 7 40 5 40 100 10 1 40 1 60 200 40 100 60 40 3 60 9 200 10 1 3 600 20 9 100 5 9 6 1 600 40 1 60 40 Total: 2530 = 2 x 5 x 11 x 23. 7.12.1.4.2.6.6.2.1.1.2.2 Even positioned groups of 18 from 7.12.1.4.2.4.2.2.3: 200 40 9 10 90 100 5 9 1 90 80 60 30 5 10 1 80 5 Total: 825 = 3 x 5 x 5 x 11. 7.12.1.4.2.6.6.2.1.1.3 Odd positioned groups of 6 from 7.12.1.4.2.4.2.2.4: 1 10 9 1 40 70 9 100 5 3 400 20 60 200 200 20 60 200 1 20 1 90 70 5 Total: 1595 = 5 x 11 x 29. 7.12.1.4.2.6.6.2.1.1.4 Even positioned groups of 6 from 7.12.1.4.2.4.2.2.4: 600 600 200 90 90 70 7 9 9 60 1 90 5 90 2 1 7 30 70 9 600 9 5 20 90 4 5 40 1 90 Total: 2904 = 2 x 2 x 2 x 3 x 11 x 11. 7.12.1.4.2.6.6.2.1.2 Odd positioned groups of 4 from 7.12.1.4.2.4.3.2.2: 90 1 9 60 200 100 600 60 100 60 100 1 70 1 9 50 20 5 3 60 200 100 60 10 Total: 1969 = 11 x 179. 7.12.1.4.2.6.6.2.2 Even positioned groups of 4 from 7.12.1.4.2.4.3.2.2: 100 5 20 5 9 7 90 60 80 1 90 1 5 9 90 100 600 40 10 1 20 7 90 100 Total: 1540 = 2 x 2 x 5 x 7 x 11. 7.12.1.4.2.6.6.2.2.1 Odd positioned groups of 12 from 7.12.1.4.2.4.3.2.2: 90 1 9 60 100 5 20 5 200 100 600 60 70 1 9 50 5 9 90 100 20 5 3 60 Total: 1672 = 2 x 2 x 2 x 11 x 19. 7.12.1.4.2.6.6.2.2.2 Even positioned groups of 12 from 7.12.1.4.2.4.3.2.2: 9 7 90 60 100 60 100 1 80 1 90 1 600 40 10 1 200 100 60 10 20 7 90 100 Total: 1837 = 11 x 167. 7.12.1.4.2.6.6.2.2.2.1 Odd positioned groups of 8 from 7.12.1.4.2.4.3.2.3: 300 1 80 9 90 1 9 60 200 40 100 60 100 60 100 1 60 70 60 40 20 5 3 60 Total: 1529 = 11 x 139. 7.12.1.4.2.6.6.2.2.2.2 Even positioned groups of 8 from 7.12.1.4.2.4.3.2.3: 9 100 1 90 100 5 20 5 90 400 5 9 80 1 90 1 30 1 100 5 600 40 10 1 Total: 1793 = 11 x 163. 7.12.1.4.2.6.7 Last half of 24 from 7.12.1.4.2.4.3.2.4: 1 40 1 200 5 9 90 100 9 70 80 5 200 100 60 10 1 9 60 9 20 7 90 100 Total: 1276 = 2 x 2 x 11 x 29. 7.12.1.4.2.6.7.1 First half of 24 from 7.12.1.4.2.4.3.2.4: 3 5 9 1 200 100 600 60 9 7 90 600 9 7 90 60 5 5 40 5 70 1 9 50 Total: 2035 = 5 x 11 x 37. 7.12.1.4.2.6.7.1.1 Odd positioned groups of 6 from 7.12.1.4.2.4.3.3.1: 20 1 2 60 40 100 5 5 40 5 3 1 60 70 60 40 20 5 9 70 80 5 8 600 Total: 1309 = 7 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.4.2.6.7.1.1.1 Even positioned groups of 6 from 7.12.1.4.2.4.3.3.1: 60 40 10 1 20 1 80 5 5 9 90 100 3 60 600 40 10 1 40 200 40 1 200 100 Total: 1716 = 2 x 2 x 3 x 11 x 13. 7.12.1.4.2.6.7.1.1.2 Odd positioned groups of 6 from 7.12.1.4.2.4.4.3.1: 20 600 80 1 10 200 30 5 1 80 8 7 40 1 200 4 1 10 10 1 7 30 60 30 10 1 9 6 5 40 Total: 1507 = 11 x 137. 7.12.1.4.2.6.7.1.1.3 Even positioned groups of 6 from 7.12.1.4.2.4.4.3.1: 10 1 9 100 70 5 90 7 30 600 3 60 3 60 200 1 90 5 7 10 1 30 200 40 5 2 20 1 20 3 Total: 1683 = 3 x 3 x 11 x 17. 7.12.1.4.2.6.7.1.1.4 Odd positioned groups of 20 from 7.12.1.4.2.4.4.3.1: 10 1 9 100 70 5 20 600 80 1 10 200 90 7 30 600 3 60 30 5 200 40 10 1 7 30 60 30 5 2 20 1 20 3 10 1 9 6 5 40 Total: 2431 = 11 x 13 x 17. 7.12.1.4.2.6.7.1.2 Even positioned groups of 20 from 7.12.1.4.2.4.4.3.1: 1 80 8 7 3 60 200 1 90 5 40 1 200 4 1 10 7 10 1 30 Total: 759 = 3 x 11 x 23. 7.12.1.4.2.6.7.1.2.1 Odd positioned groups of 5 from 7.12.1.4.2.4.4.3.2: 90 60 1 80 30 5 40 60 40 2 5 20 200 400 20 9 60 200 5 1 40 60 9 90 300 100 1 200 100 60 Total: 2288 = 2 x 2 x 2 x 2 x 11 x 13. 7.12.1.4.2.6.7.1.2.2 Even positioned groups of 5 from 7.12.1.4.2.4.4.3.2: 60 40 1 30 600 60 9 40 4 20 30 200 20 5 70 1 30 60 10 10 9 10 1 8 5 20 7 100 5 20 Total: 1485 = 3 x 3 x 3 x 5 x 11. 7.12.1.4.2.6.7.1.2.2.1 Odd positioned groups of 3 from 7.12.1.4.2.4.4.3.3: 10 1 9 1 30 70 600 90 60 10 200 80 90 7 30 400 20 1 1 10 60 7 10 1 5 1 200 9 10 1 Total: 2024 = 2 x 2 x 2 x 11 x 23. 7.12.1.4.2.6.7.1.2.2.2 Even positioned groups of 3 from 7.12.1.4.2.4.4.3.3: 100 60 40 5 20 600 1 80 1 30 60 9 600 40 4 30 200 4 10 10 9 30 60 200 40 10 1 8 7 30 Total: 2299 = 11 x 11 x 19. 7.12.1.4.2.6.7.1.3 Odd positioned groups of 2 from 7.12.1.4.2.4.4.4.1: 200 90 1 200 100 600 1 90 1 100 600 60 600 4 30 9 60 200 1 200 20 7 1 9 90 5 600 40 9 7 100 9 5 40 1 90 90 600 200 100 Total: 5170 = 2 x 5 x 11 x 47. SF: 65 = 5 x 13. 7.12.1.4.2.6.7.1.3.1 Even positioned groups of 2 from 7.12.1.4.2.4.4.4.1: 9 40 100 600 40 9 70 9 1 100 400 20 5 90 5 40 4 5 100 40 90 100 5 9 5 3 7 20 20 1 30 5 60 9 90 600 40 1 60 40 Total: 2882 = 2 x 11 x 131. 7.12.1.4.2.6.7.1.3.1.1 Odd positioned groups of 3 from 7.12.1.4.2.4.5.1.1: 20 600 90 200 80 7 30 5 1 100 60 60 9 7 200 10 5 40 1 200 60 60 30 4 40 1 5 Total: 1925 = 5 x 5 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.6.7.1.3.1.2 Even positioned groups of 3 from 7.12.1.4.2.4.5.1.1: 10 1 9 600 40 9 1 40 70 200 4 5 9 4 5 7 10 1 5 5 40 5 2 20 10 1 9 Total: 1122 = 2 x 3 x 11 x 17. 7.12.1.4.2.6.7.1.3.2 Last half of 27 from 7.12.1.4.2.4.5.2.1: 1 60 10 5 9 20 2 10 20 70 9 100 200 5 60 90 200 60 600 100 600 80 8 200 60 60 1 Total: 2640 = 2 x 2 x 2 x 2 x 3 x 5 x 11. 7.12.1.4.2.6.7.1.4 First half of 27 from 7.12.1.4.2.4.5.2.1: 60 1 600 60 200 600 90 1 30 9 4 1 90 20 40 40 30 40 200 40 200 5 30 40 9 9 400 Total: 2849 = 7 x 11 x 37. 7.12.1.4.2.6.7.2 Odd positioned groups of 2 from 7.12.1.4.2.4.5.2.3: 100 600 70 1 60 5 40 2 40 60 60 9 7 400 20 1 10 1 40 60 300 200 9 600 60 40 1 9 Total: 2805 = 3 x 5 x 11 x 17. 7.12.1.4.2.6.7.2.1 Even positioned groups of 2 from 7.12.1.4.2.4.5.2.3: 100 90 80 30 40 60 30 5 9 40 70 9 20 100 2 60 20 1 9 90 80 60 200 100 60 10 Total: 1375 = 5 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.6.7.2.2 Odd positioned groups of 3 from 7.12.1.4.2.4.5.2.3: 90 70 1 5 40 60 5 40 60 9 70 9 100 20 1 1 20 1 90 300 200 600 200 100 10 1 9 Total: 2112 = 2 x 2 x 2 x 2 x 2 x 2 x 3 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.6.7.2.2.1 Even positioned groups of 3 from 7.12.1.4.2.4.5.2.3: 100 600 100 80 30 60 40 2 30 9 40 60 7 400 20 2 60 10 40 60 9 80 60 9 60 40 60 Total: 2068 = 2 x 2 x 11 x 47. 7.12.1.4.2.6.7.2.2.2 Odd positioned groups of 6 from 7.12.1.4.2.4.5.2.3: 80 30 60 5 40 60 9 40 60 9 70 9 2 60 10 1 20 1 80 60 9 600 200 100 Total: 1615 = 5 x 17 x 19. 7.12.1.4.2.6.7.2.3 Even positioned groups of 6 from 7.12.1.4.2.4.5.2.3: 100 600 100 90 70 1 40 2 30 5 40 60 7 400 20 100 20 1 40 60 9 90 300 200 60 40 60 10 1 9 Total: 2565 = 3 x 3 x 3 x 5 x 19. 7.12.1.4.2.6.7.2.3.1 Odd positioned groups of 9 from 7.12.1.4.2.4.5.2.3: 100 600 100 90 70 1 80 30 60 9 40 60 9 70 9 7 400 20 40 60 9 90 300 200 80 60 9 Total: 2603 = 19 x 137. SF: 156 = 2 x 2 x 3 x 13. 7.12.1.4.2.6.7.2.3.1.1 Even positioned groups of 9 from 7.12.1.4.2.4.5.2.3: 5 40 60 40 2 30 5 40 60 100 20 1 2 60 10 1 20 1 600 200 100 60 40 60 10 1 9 Total: 1577 = 19 x 83. 7.12.1.4.2.6.7.2.3.1.2 Odd positioned groups of 3 from 7.12.1.4.2.4.6.1.1: 9 1 90 5 600 60 40 5 20 1 200 90 40 80 5 100 1 200 7 90 5 9 5 5 40 90 600 Total: 2398 = 2 x 11 x 109. 7.12.1.4.2.6.7.2.3.2 Even positioned groups of 3 from 7.12.1.4.2.4.6.1.1: 20 9 80 600 40 20 600 4 200 100 60 80 1 80 9 60 40 1 8 7 20 20 7 20 100 9 60 Total: 2255 = 5 x 11 x 41. 7.12.1.4.2.6.7.2.4 Odd positioned groups of 1 from 7.12.1.4.2.4.6.2.1: 70 100 9 5 1 5 600 1 20 200 60 10 40 3 30 200 1 10 7 100 600 7 100 1 90 200 60 Total: 2530 = 2 x 5 x 11 x 23. 7.12.1.4.2.6.8 Even positioned groups of 1 from 7.12.1.4.2.4.6.2.1: 60 400 100 9 60 40 300 20 1 100 600 5 7 30 60 5 9 1 90 3 40 1 100 90 600 100 40 Total: 2871 = 3 x 3 x 11 x 29. 7.12.1.4.2.7 Odd positioned groups of 3 from 7.12.1.4.2.5.1.3.8: 5 90 400 5 2 1 5 50 5 30 5 40 100 60 200 7 3 3 5 9 90 60 40 20 Total: 1235 = 5 x 13 x 19. 7.12.1.4.2.7.1 Even positioned groups of 3 from 7.12.1.4.2.5.1.3.8: 1 9 80 90 9 20 80 400 60 60 9 4 100 60 40 1 80 5 100 60 70 5 3 60 Total: 1406 = 2 x 19 x 37. 7.12.1.4.2.7.1.1 Odd positioned groups of 16 from 7.12.1.4.2.5.1.3.8: 5 90 400 1 9 80 5 2 1 90 9 20 5 50 5 80 3 1 80 5 5 9 90 100 60 70 60 40 20 5 3 60 Total: 1463 = 7 x 11 x 19. 7.12.1.4.2.7.1.1.1 Even positioned groups of 16 from 7.12.1.4.2.5.1.3.8: 400 60 30 5 40 60 9 4 100 60 200 100 60 40 7 3 Total: 1178 = 2 x 19 x 31. SF: 52 = 2 x 2 x 13. 7.12.1.4.2.7.1.1.1.1 Last half of 24 from 7.12.1.4.2.5.1.4.1: 9 7 90 600 9 7 90 60 600 8 7 100 600 60 4 5 60 40 20 5 90 60 20 1 Total: 2552 = 2 x 2 x 2 x 11 x 29. 7.12.1.4.2.7.1.1.1.2 First half of 24 from 7.12.1.4.2.5.1.4.1: 1 40 70 5 90 7 20 9 90 1 9 60 9 100 1 90 200 100 600 60 90 9 10 1 Total: 1672 = 2 x 2 x 2 x 11 x 19. 7.12.1.4.2.7.1.1.1.2.1 Last half of 36 from 7.12.1.4.2.5.3.1.2: 40 10 1 8 7 30 10 5 300 90 1 200 7 90 60 2 1 90 60 30 600 90 60 40 200 80 60 60 9 600 30 1 100 10 1 9 Total: 2992 = 2 x 2 x 2 x 2 x 11 x 17. 7.12.1.4.2.7.1.1.1.2.2 First half of 36 from 7.12.1.4.2.5.3.1.2: 200 100 60 60 9 20 70 60 4 100 7 90 40 1 100 5 80 9 10 1 9 600 40 90 100 9 6 200 100 60 1 90 90 40 1 200 Total: 2662 = 2 x 11 x 11 x 11. SF: 35 = 5 x 7. 7.12.1.4.2.7.1.1.1.2.2.1 Odd positioned groups of 1 from 7.12.1.4.2.5.3.2.3: 200 9 600 60 60 10 9 600 1 1 5 5 3 30 9 40 200 200 60 60 7 60 200 60 200 30 4 5 90 5 10 80 2 60 5 1 Total: 2981 = 11 x 271. 7.12.1.4.2.7.1.1.1.2.2.2 Even positioned groups of 1 from 7.12.1.4.2.5.3.2.3: 90 100 100 9 9 1 90 40 100 90 3 100 5 20 1 60 100 100 3 200 100 200 90 9 60 90 5 600 100 5 600 1 70 3 40 40 Total: 3234 = 2 x 3 x 7 x 7 x 11. 7.12.1.4.2.7.1.1.1.2.3 Odd positioned groups of 9 from 7.12.1.4.2.5.3.2.4: 90 7 30 7 90 9 90 600 60 60 5 40 60 1 9 10 1 5 90 5 1 40 70 80 5 10 1 1 60 9 600 90 600 100 60 40 Total: 3036 = 2 x 2 x 3 x 11 x 23. 7.12.1.4.2.7.1.1.1.2.4 Even positioned groups of 9 from 7.12.1.4.2.5.3.2.4: 7 90 60 200 10 9 30 40 5 1 9 60 70 5 10 40 90 100 40 60 1 20 20 5 40 90 600 9 7 7 90 70 4 5 100 20 Total: 2024 = 2 x 2 x 2 x 11 x 23. 7.12.1.4.2.7.1.1.2 Odd positioned groups of 1 from 7.12.1.4.2.5.3.2.5: 200 9 600 60 7 60 10 30 60 10 9 600 5 7 7 9 1 1 5 5 600 1 60 5 3 30 9 40 40 100 5 60 200 200 60 60 Total: 3168 = 2 x 2 x 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.4.2.7.1.1.2.1 Even positioned groups of 1 from 7.12.1.4.2.5.3.2.5: 90 100 100 9 90 200 9 40 9 1 90 40 90 30 90 90 100 90 3 100 60 9 70 10 5 20 1 60 90 60 40 1 100 100 3 200 Total: 2200 = 2 x 2 x 2 x 5 x 5 x 11. 7.12.1.4.2.7.1.1.2.2 Odd positioned groups of 2 from 7.12.1.4.2.5.3.2.6: 9 10 40 60 7 100 200 90 20 5 600 90 200 60 4 5 40 70 10 1 90 100 10 600 7 90 5 100 2 70 5 40 60 9 600 100 Total: 3509 = 11 x 11 x 29. 7.12.1.4.2.7.1.1.2.2.1 Even positioned groups of 2 from 7.12.1.4.2.5.3.2.6: 1 5 1 20 60 200 60 9 40 90 5 1 30 90 5 600 80 5 9 7 5 5 80 1 70 4 20 1 60 3 1 40 600 90 60 40 Total: 2398 = 2 x 11 x 109. 7.12.1.4.2.7.1.1.2.2.2 Odd positioned groups of 4 from 7.12.1.4.2.5.3.2.6: 9 10 1 5 7 100 60 200 20 5 40 90 200 60 30 90 40 70 80 5 90 100 5 5 7 90 70 4 2 70 60 3 60 9 600 90 Total: 2387 = 7 x 11 x 31. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.7.1.1.3 Even positioned groups of 4 from 7.12.1.4.2.5.3.2.6: 40 60 1 20 200 90 60 9 600 90 5 1 4 5 5 600 10 1 9 7 10 600 80 1 5 100 20 1 5 40 1 40 600 100 60 40 Total: 3520 = 2 x 2 x 2 x 2 x 2 x 2 x 5 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.7.1.1.3.1 Odd positioned groups of 12 from 7.12.1.4.2.5.3.2.6: 200 90 60 9 20 5 40 90 600 90 5 1 10 1 9 7 90 100 5 5 10 600 80 1 5 40 1 40 60 9 600 90 600 100 60 40 Total: 3773 = 7 x 7 x 7 x 11. 7.12.1.4.2.7.1.1.3.2 Even positioned groups of 12 from 7.12.1.4.2.5.3.2.6: 9 10 1 5 40 60 1 20 7 100 60 200 200 60 30 90 4 5 5 600 40 70 80 5 7 90 70 4 5 100 20 1 2 70 60 3 Total: 2134 = 2 x 11 x 97. 7.12.1.4.2.7.1.1.4 Odd positioned groups of 1 from 7.12.1.4.2.5.3.3.2: 200 9 600 60 7 60 10 30 60 10 9 600 5 7 7 9 1 1 5 5 600 1 60 5 3 30 9 40 40 100 5 60 200 200 60 60 Total: 3168 = 2 x 2 x 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.4.2.7.1.1.4.1 Even positioned groups of 1 from 7.12.1.4.2.5.3.3.2: 90 100 100 9 90 200 9 40 9 1 90 40 90 30 90 90 100 90 3 100 60 9 70 10 5 20 1 60 90 60 40 1 100 100 3 200 Total: 2200 = 2 x 2 x 2 x 5 x 5 x 11. 7.12.1.4.2.7.1.1.4.2 Odd positioned groups of 8 from 7.12.1.4.2.5.3.3.3: 100 7 90 10 1 9 60 70 90 7 20 9 10 30 7 90 9 100 1 90 60 30 5 40 8 7 30 5 40 60 200 4 100 60 200 20 5 3 60 200 Total: 1947 = 3 x 11 x 59. 7.12.1.4.2.7.1.1.4.2.1 Even positioned groups of 8 from 7.12.1.4.2.5.3.3.3: 5 90 600 40 1 40 70 5 300 1 80 9 90 1 9 60 60 40 400 80 9 90 100 60 5 1 200 100 40 7 1 200 Total: 2794 = 2 x 11 x 127. SF: 140 = 2 x 2 x 5 x 7. 7.12.1.4.2.7.1.1.4.2.2 Last half of 36 from 7.12.1.4.2.5.3.3.3: 100 7 90 10 1 9 60 70 5 90 600 40 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 Total: 2211 = 3 x 11 x 67. 7.12.1.4.2.7.1.1.4.2.3 First half of 36 from 7.12.1.4.2.5.3.3.3: 60 30 5 40 60 40 400 80 9 90 100 60 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 Total: 2530 = 2 x 5 x 11 x 23. 7.12.1.4.2.7.1.1.4.2.4 Last half of 36 from 7.12.1.4.2.5.3.3.4: 600 90 60 200 90 9 40 1 200 100 600 100 60 9 90 60 9 7 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 Total: 3344 = 2 x 2 x 2 x 2 x 11 x 19. 7.12.1.4.2.7.1.1.5 First half of 36 from 7.12.1.4.2.5.3.3.4: 100 5 20 5 3 5 9 1 200 100 600 60 90 9 10 1 9 60 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 Total: 1859 = 11 x 13 x 13. 7.12.1.4.2.7.1.1.6 Last half of 36 from 7.12.1.4.2.5.3.3.5: 600 90 60 200 90 9 40 1 200 100 600 100 60 9 90 60 9 7 90 60 200 90 60 200 5 4 60 10 9 30 1 90 1 40 60 9 Total: 3344 = 2 x 2 x 2 x 2 x 11 x 19. 7.12.1.4.2.7.1.1.7 First half of 36 from 7.12.1.4.2.5.3.3.5: 100 7 90 10 1 9 60 70 5 90 600 40 1 40 70 5 90 7 20 9 10 30 7 90 300 1 80 9 90 1 9 60 9 100 1 90 Total: 2211 = 3 x 11 x 67. 7.12.1.4.2.7.1.1.8 Odd positioned groups of 9 from 7.12.1.4.2.5.3.3.6: 100 600 60 90 9 10 1 9 60 3 5 30 60 40 1 20 9 1 90 100 60 8 7 30 5 40 60 200 100 60 200 20 5 3 60 200 Total: 2356 = 2 x 2 x 19 x 31. 7.12.1.4.2.7.1.2 Even positioned groups of 9 from 7.12.1.4.2.5.3.3.6: 100 5 20 5 3 5 9 1 200 200 10 1 70 5 10 60 40 7 60 30 5 40 60 40 400 80 9 200 4 5 1 200 100 40 7 1 Total: 2033 = 19 x 107. SF: 126 = 2 x 3 x 3 x 7. 7.12.1.4.2.7.2 Last half of 36 from 7.12.1.4.2.5.3.3.6: 100 5 20 5 3 5 9 1 200 100 600 60 90 9 10 1 9 60 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 Total: 1859 = 11 x 13 x 13. 7.12.1.4.2.7.2.1 First half of 36 from 7.12.1.4.2.5.3.3.6: 60 30 5 40 60 40 400 80 9 90 100 60 8 7 30 5 40 60 200 4 5 1 200 100 40 7 1 200 100 60 200 20 5 3 60 200 Total: 2530 = 2 x 5 x 11 x 23. 7.12.1.4.2.7.2.1.1 Last half of 36 from 7.12.1.4.2.5.3.4.1: 40 10 1 8 7 30 10 5 300 90 1 200 7 90 60 2 1 90 60 30 600 90 60 40 200 80 60 60 9 600 30 1 100 10 1 9 Total: 2992 = 2 x 2 x 2 x 2 x 11 x 17. 7.12.1.4.2.7.2.1.1.1 First half of 36 from 7.12.1.4.2.5.3.4.1: 200 100 60 60 9 20 70 60 4 100 7 90 40 1 100 5 80 9 10 1 9 600 40 90 100 9 6 200 100 60 1 90 90 40 1 200 Total: 2662 = 2 x 11 x 11 x 11. SF: 35 = 5 x 7. 7.12.1.4.2.7.2.1.1.1.1 Odd positioned groups of 2 from 7.12.1.4.2.5.3.4.2: 9 10 40 60 7 100 200 90 20 5 600 90 200 60 4 5 40 70 10 1 90 100 10 600 7 90 5 100 2 70 5 40 60 9 600 100 Total: 3509 = 11 x 11 x 29. 7.12.1.4.2.7.2.1.1.1.2 Even positioned groups of 2 from 7.12.1.4.2.5.3.4.2: 1 5 1 20 60 200 60 9 40 90 5 1 30 90 5 600 80 5 9 7 5 5 80 1 70 4 20 1 60 3 1 40 600 90 60 40 Total: 2398 = 2 x 11 x 109. 7.12.1.4.2.7.2.1.1.2 Odd positioned groups of 4 from 7.12.1.4.2.5.3.4.2: 9 10 1 5 7 100 60 200 20 5 40 90 200 60 30 90 40 70 80 5 90 100 5 5 7 90 70 4 2 70 60 3 60 9 600 90 Total: 2387 = 7 x 11 x 31. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.7.2.1.1.2.1 Even positioned groups of 4 from 7.12.1.4.2.5.3.4.2: 40 60 1 20 200 90 60 9 600 90 5 1 4 5 5 600 10 1 9 7 10 600 80 1 5 100 20 1 5 40 1 40 600 100 60 40 Total: 3520 = 2 x 2 x 2 x 2 x 2 x 2 x 5 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.7.2.1.1.2.2 Odd positioned groups of 12 from 7.12.1.4.2.5.3.4.2: 200 90 60 9 20 5 40 90 600 90 5 1 10 1 9 7 90 100 5 5 10 600 80 1 5 40 1 40 60 9 600 90 600 100 60 40 Total: 3773 = 7 x 7 x 7 x 11. 7.12.1.4.2.7.2.1.2 Even positioned groups of 12 from 7.12.1.4.2.5.3.4.2: 9 10 1 5 40 60 1 20 7 100 60 200 200 60 30 90 4 5 5 600 40 70 80 5 7 90 70 4 5 100 20 1 2 70 60 3 Total: 2134 = 2 x 11 x 97. 7.12.1.4.2.7.2.1.2.1 Odd positioned groups of 2 from 7.12.1.4.2.5.4.3.1: 9 7 200 40 10 80 1 70 1 200 5 70 5 90 1 90 60 40 Total: 979 = 11 x 89. 7.12.1.4.2.7.2.1.2.1.1 Even positioned groups of 2 from 7.12.1.4.2.5.4.3.1: 9 7 90 600 60 40 200 90 7 10 7 90 9 80 100 60 3 1 Total: 1463 = 7 x 11 x 19. 7.12.1.4.2.7.2.1.2.1.2 Odd positioned groups of 3 from 7.12.1.4.2.5.4.3.1: 9 7 9 90 600 10 1 70 200 7 10 5 5 90 9 100 60 60 Total: 1342 = 2 x 11 x 61. 7.12.1.4.2.7.2.1.2.2 Even positioned groups of 3 from 7.12.1.4.2.5.4.3.1: 7 200 40 80 60 40 90 1 200 70 7 90 80 1 90 40 3 1 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.4.2.7.2.1.2.2.1 Odd positioned groups of 9 from 7.12.1.4.2.5.4.3.1: 80 60 40 1 70 200 90 1 200 80 1 90 100 60 60 40 3 1 Total: 1177 = 11 x 107. 7.12.1.4.2.7.2.1.2.2.1.1 Even positioned groups of 9 from 7.12.1.4.2.5.4.3.1: 9 7 9 7 200 40 90 600 10 7 10 5 70 7 90 5 90 9 Total: 1265 = 5 x 11 x 23. SF: 39 = 3 x 13. 7.12.1.4.2.7.2.1.2.2.1.2 Odd positioned groups of 8 from 7.12.1.4.2.6.2.1.1: 100 40 200 5 8 60 9 5 5 600 40 1 70 80 10 80 9 5 60 5 1 60 100 40 9 9 5 30 40 9 2 1 1 90 90 9 9 1 80 200 Total: 2178 = 2 x 3 x 3 x 11 x 11. 7.12.1.4.2.7.2.1.2.2.2 Even positioned groups of 8 from 7.12.1.4.2.6.2.1.1: 5 40 9 20 1 100 40 30 60 90 30 100 60 20 4 90 1 1 5 5 1 60 7 100 300 20 3 40 5 60 1 1 Total: 1309 = 7 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.4.2.7.2.2 Odd positioned groups of 18 from 7.12.1.4.2.6.2.1.1: 40 1 70 80 10 80 60 90 30 100 60 20 4 90 9 5 60 5 2 1 300 20 3 40 5 60 1 1 1 90 90 9 9 1 80 200 Total: 1727 = 11 x 157. SF: 168 = 2 x 2 x 2 x 3 x 7. 7.12.1.4.2.7.2.3 Even positioned groups of 18 from 7.12.1.4.2.6.2.1.1: 100 40 200 5 8 60 9 5 5 40 9 20 1 100 40 30 5 600 1 60 100 40 1 1 5 5 1 60 7 100 9 9 5 30 40 9 Total: 1760 = 2 x 2 x 2 x 2 x 2 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.7.2.3.1 Odd positioned groups of 3 from 7.12.1.4.2.6.2.2.1: 5 200 1 70 60 7 200 9 60 60 1 400 50 40 200 200 60 4 60 5 200 7 5 600 5 60 60 Total: 2629 = 11 x 239. 7.12.1.4.2.7.2.3.1.1 Even positioned groups of 3 from 7.12.1.4.2.6.2.2.1: 40 9 100 100 200 100 40 80 9 40 300 20 30 100 90 9 1 9 20 80 8 600 200 1 100 30 5 Total: 2321 = 11 x 211. 7.12.1.4.2.7.2.3.1.2 Odd positioned groups of 9 from 7.12.1.4.2.6.2.2.1: 40 9 100 5 200 1 100 200 100 40 300 20 60 1 400 30 100 90 20 80 8 60 5 200 600 200 1 Total: 2970 = 2 x 3 x 3 x 3 x 5 x 11. 7.12.1.4.2.7.2.3.1.2.1 Even positioned groups of 9 from 7.12.1.4.2.6.2.2.1: 70 60 7 40 80 9 200 9 60 50 40 200 9 1 9 200 60 4 7 5 600 100 30 5 5 60 60 Total: 1980 = 2 x 2 x 3 x 3 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.7.2.3.1.2.2 Odd positioned groups of 9 from 7.12.1.4.2.6.2.4.2: 40 5 60 5 40 20 100 30 600 1 100 100 4 70 7 70 40 9 90 1 40 4 3 40 9 4 70 Total: 1562 = 2 x 11 x 71. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.4.2.7.2.3.1.2.2.1 Even positioned groups of 9 from 7.12.1.4.2.6.2.4.2: 1 80 80 90 40 100 100 5 1 60 4 9 60 60 80 100 9 5 300 9 1 1 9 1 100 60 10 Total: 1375 = 5 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.7.2.3.1.2.2.2 Odd positioned groups of 6 from 7.12.1.4.2.6.3.1.2: 100 200 8 9 5 9 60 30 9 9 200 200 40 100 80 100 20 90 100 5 60 60 1 80 30 9 1 20 40 60 600 1 40 7 600 9 Total: 2992 = 2 x 2 x 2 x 2 x 11 x 17. 7.12.1.4.2.7.2.3.2 Even positioned groups of 6 from 7.12.1.4.2.6.3.1.2: 1 40 5 40 70 10 9 6 200 5 600 60 5 5 2 20 90 1 30 1 5 60 100 9 1 90 9 1 200 70 100 5 100 5 60 20 Total: 2035 = 5 x 11 x 37. 7.12.1.4.2.7.2.3.2.1 Odd positioned groups of 6 from 7.12.1.4.2.6.3.1.5: 60 100 60 200 20 8 90 70 1 10 60 200 60 40 60 100 1 80 60 90 40 1 40 1 60 30 60 9 20 1 60 200 9 70 3 600 Total: 2574 = 2 x 3 x 3 x 11 x 13. 7.12.1.4.2.7.2.3.2.2 Even positioned groups of 6 from 7.12.1.4.2.6.3.1.5: 60 9 70 5 600 40 60 200 5 9 9 6 1 100 40 2 9 20 7 80 9 30 9 1 9 20 1 9 100 1 20 9 1 100 5 5 Total: 1661 = 11 x 151. 7.12.1.4.2.7.2.3.2.2.1 Odd positioned groups of 18 from 7.12.1.4.2.6.3.1.5: 60 200 5 9 9 6 60 40 60 100 1 80 1 100 40 2 9 20 9 20 1 9 100 1 60 200 9 70 3 600 20 9 1 100 5 5 Total: 2024 = 2 x 2 x 2 x 11 x 23. 7.12.1.4.2.7.2.3.2.2.2 Even positioned groups of 18 from 7.12.1.4.2.6.3.1.5: 60 100 60 200 20 8 60 9 70 5 600 40 90 70 1 10 60 200 60 90 40 1 40 1 7 80 9 30 9 1 60 30 60 9 20 1 Total: 2211 = 3 x 11 x 67. 7.12.1.4.2.7.2.4 Odd positioned groups of 2 from 7.12.1.4.2.6.3.1.10: 60 100 20 8 10 5 10 1 70 5 90 70 30 60 4 9 60 200 5 9 60 200 7 600 60 30 20 1 60 40 40 1 1 9 60 200 8 600 60 40 3 600 1 100 1 100 40 60 Total: 3828 = 2 x 2 x 3 x 11 x 29. 7.12.1.4.2.7.2.4.1 Even positioned groups of 2 from 7.12.1.4.2.6.3.1.10: 60 200 60 9 60 9 60 40 600 40 1 10 7 30 5 9 60 200 9 6 70 5 80 60 60 9 9 20 90 60 9 90 100 1 9 70 40 1 20 7 20 9 5 5 20 5 7 20 Total: 2376 = 2 x 2 x 2 x 3 x 3 x 3 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.7.2.4.2 Odd positioned groups of 6 from 7.12.1.4.2.6.3.1.10: 60 100 60 200 20 8 10 1 60 40 70 5 30 60 7 30 4 9 5 9 9 6 60 200 60 30 60 9 20 1 40 1 9 90 1 9 8 600 40 1 60 40 1 100 5 5 1 100 Total: 2354 = 2 x 11 x 107. 7.12.1.4.2.7.2.4.3 Even positioned groups of 6 from 7.12.1.4.2.6.3.1.10: 60 9 10 5 60 9 600 40 90 70 1 10 5 9 60 200 60 200 70 5 7 600 80 60 9 20 60 40 90 60 100 1 60 200 9 70 20 7 3 600 20 9 20 5 40 60 7 20 Total: 3850 = 2 x 5 x 5 x 7 x 11. 7.12.1.4.2.7.2.4.3.1 Odd positioned groups of 1 from 7.12.1.4.2.6.3.2.1: 9 600 9 600 40 5 100 90 80 80 2 5 400 200 60 5 70 1 Total: 2356 = 2 x 2 x 19 x 31. 7.12.1.4.2.7.2.4.3.1.1 Even positioned groups of 1 from 7.12.1.4.2.6.3.2.1: 100 40 100 200 60 5 60 400 1 1 60 90 20 4 10 5 1 40 Total: 1197 = 3 x 3 x 7 x 19. 7.12.1.4.2.7.2.4.3.1.1.1 Odd positioned groups of 12 from 7.12.1.4.2.6.3.2.1: 100 60 90 400 80 1 80 1 2 60 5 90 Total: 969 = 3 x 17 x 19. SF: 39 = 3 x 13. 7.12.1.4.2.7.2.4.3.1.1.2 Even positioned groups of 12 from 7.12.1.4.2.6.3.2.1: 9 100 600 40 9 100 600 200 40 60 5 5 400 20 200 4 60 10 5 5 70 1 1 40 Total: 2584 = 2 x 2 x 2 x 17 x 19. SF: 42 = 2 x 3 x 7. 7.12.1.4.2.7.2.4.3.1.2 Odd positioned groups of 4 from 7.12.1.4.2.6.3.2.4: 9 100 600 40 5 5 40 5 60 90 80 1 60 40 7 20 1 5 5 70 Total: 1243 = 11 x 113. 7.12.1.4.2.7.2.4.3.2 Even positioned groups of 4 from 7.12.1.4.2.6.3.2.4: 9 100 5 9 20 1 20 100 2 60 5 90 1 40 100 10 Total: 572 = 2 x 2 x 11 x 13. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.7.2.4.3.2.1 Odd positioned groups of 3 from 7.12.1.4.2.6.3.2.5: 5 40 5 100 60 90 9 30 60 20 1 40 5 5 70 1 200 40 Total: 781 = 11 x 71. 7.12.1.4.2.7.2.4.3.2.1.1 Even positioned groups of 3 from 7.12.1.4.2.6.3.2.5: 20 1 20 400 80 1 90 200 4 100 10 1 1 1 40 100 30 1 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.4.2.7.2.4.3.2.1.2 Odd positioned groups of 3 from 7.12.1.4.2.6.3.2.7: 100 60 90 9 30 60 80 1 2 60 40 7 Total: 539 = 7 x 7 x 11. 7.12.1.4.2.7.2.4.3.2.1.3 Even positioned groups of 3 from 7.12.1.4.2.6.3.2.7: 400 80 1 90 200 4 60 5 90 40 40 90 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.4.2.7.2.4.3.2.1.4 Odd positioned groups of 4 from 7.12.1.4.2.6.3.2.7: 100 60 90 400 60 90 200 4 5 90 60 40 Total: 1199 = 11 x 109. 7.12.1.4.2.7.2.4.3.2.2 Even positioned groups of 4 from 7.12.1.4.2.6.3.2.7: 80 1 9 30 80 1 2 60 7 40 40 90 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.4.2.7.2.4.3.3 Odd positioned groups of 2 from 7.12.1.4.2.6.5.1.2: 100 60 600 9 1 9 40 1 9 1 90 200 60 9 60 60 2 5 100 80 200 20 5 1 600 20 20 3 Total: 2365 = 5 x 11 x 43. 7.12.1.4.2.7.2.4.3.3.1 Even positioned groups of 2 from 7.12.1.4.2.6.5.1.2: 90 1 60 5 70 9 600 5 100 5 5 600 1 1 20 20 1 100 40 30 30 9 100 200 20 100 Total: 2222 = 2 x 11 x 101. 7.12.1.4.2.7.2.4.3.3.1.1 Odd positioned groups of 18 from 7.12.1.4.2.6.5.1.4: 5 9 10 70 5 9 60 40 200 1 100 600 20 5 3 9 20 1 40 1 100 100 1 200 8 600 40 20 7 20 1 100 9 20 5 3 Total: 2442 = 2 x 3 x 11 x 37. 7.12.1.4.2.7.2.4.3.3.1.1.1 Even positioned groups of 18 from 7.12.1.4.2.6.5.1.4: 80 1 20 60 40 60 400 20 1 20 1 2 5 5 40 1 200 100 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.4.2.7.2.4.3.3.1.1.2 Odd positioned groups of 18 from 7.12.1.4.2.6.5.2.3: 40 60 200 5 10 5 100 60 40 1 90 70 90 7 30 100 60 200 60 40 100 5 70 1 60 40 100 90 4 5 9 40 1 100 9 1 Total: 1903 = 11 x 173. 7.12.1.4.2.7.2.4.3.3.1.2 Even positioned groups of 18 from 7.12.1.4.2.6.5.2.3: 1 9 6 4 7 600 70 60 100 1 2 60 20 7 40 30 200 4 Total: 1221 = 3 x 11 x 37. 7.12.1.4.2.7.2.4.3.3.2 Odd positioned groups of 1 from 7.12.1.4.2.6.5.2.4: 60 20 30 100 90 600 4 60 40 300 20 90 100 90 90 40 9 60 1 90 60 200 1 3 30 5 40 Total: 2233 = 7 x 11 x 29. 7.12.1.4.2.7.2.4.3.4 Even positioned groups of 1 from 7.12.1.4.2.6.5.2.4: 400 60 5 60 90 40 5 9 60 5 1 400 60 7 100 60 3 40 9 80 200 40 5 600 5 60 60 Total: 2464 = 2 x 2 x 2 x 2 x 2 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.4.2.7.2.4.3.4.1 Odd positioned groups of 3 from 7.12.1.4.2.6.5.4.2: 40 60 200 30 60 9 1 100 600 90 600 40 100 60 100 20 1 2 90 4 5 60 30 5 20 7 20 Total: 2354 = 2 x 11 x 107. 7.12.1.4.2.7.2.4.3.4.2 Even positioned groups of 3 from 7.12.1.4.2.6.5.4.2: 60 100 1 1 90 70 70 5 9 9 100 7 300 5 20 60 40 60 40 100 5 7 90 100 100 1 200 Total: 1650 = 2 x 3 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.7.2.4.3.4.2.1 Odd positioned groups of 5 from 7.12.1.4.2.6.6.1.2: 9 1 30 20 600 9 5 90 40 60 9 90 1 200 4 90 1 200 40 4 200 5 9 200 100 10 5 20 7 20 Total: 2079 = 3 x 3 x 3 x 7 x 11. 7.12.1.4.2.7.2.4.3.4.2.2 Even positioned groups of 5 from 7.12.1.4.2.6.6.1.2: 40 5 7 60 60 1 10 600 40 400 1 80 40 1 5 40 100 100 60 40 7 80 30 60 1 5 9 20 9 3 Total: 1914 = 2 x 3 x 11 x 29. 7.12.1.4.2.7.2.4.3.4.2.2.1 Odd positioned groups of 1 from 7.12.1.4.2.6.6.2.1: 20 9 5 4 8 200 1 600 2 9 7 5 80 100 90 60 60 40 100 70 5 20 100 9 60 40 100 Total: 1804 = 2 x 2 x 11 x 41. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.4.2.7.2.4.3.4.2.2.2 Even positioned groups of 1 from 7.12.1.4.2.6.6.2.1: 8 70 1 9 60 90 80 40 100 100 5 5 1 5 100 10 1 1 60 200 1 1 1 10 40 1 100 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.4.2.7.2.4.3.4.2.2.3 Odd positioned groups of 1 from 7.12.1.4.2.6.6.2.2: 40 20 200 5 1 300 4 9 8 3 40 20 60 10 70 40 1 100 20 8 90 5 1 9 7 20 9 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.4.2.7.2.4.3.4.2.2.4 Even positioned groups of 1 from 7.12.1.4.2.6.6.2.2: 90 80 80 10 70 7 30 9 5 600 9 1 9 7 5 20 9 9 600 9 5 10 1 90 7 9 1 Total: 1782 = 2 x 3 x 3 x 3 x 3 x 11. 7.12.1.4.2.7.2.4.3.4.2.2.5 Odd positioned groups of 6 from 7.12.1.4.2.6.7.1.1: 30 60 60 200 60 200 9 100 5 60 5 5 400 20 40 100 1 40 60 30 60 40 1 9 Total: 1595 = 5 x 11 x 29. 7.12.1.4.2.7.2.4.3.4.2.2.6 Even positioned groups of 6 from 7.12.1.4.2.6.7.1.1: 60 100 10 5 70 5 60 40 400 20 40 2 100 60 60 90 5 90 40 100 40 1 200 5 8 600 3 600 1 100 Total: 2915 = 5 x 11 x 53. 7.12.1.4.2.7.2.4.4 Last half of 27 from 7.12.1.4.2.6.7.1.1: 90 5 90 400 20 40 100 1 40 40 100 40 1 200 5 60 30 60 40 1 9 8 600 3 600 1 100 Total: 2684 = 2 x 2 x 11 x 61. 7.12.1.4.2.8 First half of 27 from 7.12.1.4.2.6.7.1.1: 60 100 10 5 70 5 30 60 60 200 60 200 60 40 400 20 40 2 9 100 5 60 5 5 100 60 60 Total: 1826 = 2 x 11 x 83. 7.12.1.4.2.9 Odd positioned groups of 3 from 7.12.1.4.2.6.7.1.2: 40 20 600 5 40 100 4 1 80 3 9 70 60 100 60 40 1 200 20 1 200 5 5 9 7 5 20 Total: 1705 = 5 x 11 x 31. 7.12.1.4.2.9.1 Even positioned groups of 3 from 7.12.1.4.2.6.7.1.2: 1 40 9 9 90 8 200 70 600 7 90 7 100 1 100 1 30 60 5 90 70 5 40 100 40 200 40 Total: 2013 = 3 x 11 x 61. 7.12.1.4.2.9.1.1 Odd positioned groups of 18 from 7.12.1.4.2.6.7.1.3: 60 100 1 9 40 70 30 60 9 8 5 60 60 40 200 600 4 40 40 100 5 70 20 200 60 30 5 100 5 1 8 600 40 40 7 1 Total: 2728 = 2 x 2 x 2 x 11 x 31. 7.12.1.4.2.9.1.2 Even positioned groups of 18 from 7.12.1.4.2.6.7.1.3: 9 100 7 7 3 5 100 60 100 100 60 5 400 20 1 60 40 1 Total: 1078 = 2 x 7 x 7 x 11. 7.12.1.4.2.9.1.2.1 Odd positioned groups of 6 from 7.12.1.4.2.6.7.2.2: 600 40 5 40 600 300 9 10 60 40 60 20 20 1 1 200 100 60 Total: 2166 = 2 x 3 x 19 x 19. 7.12.1.4.2.9.1.2.2 Even positioned groups of 6 from 7.12.1.4.2.6.7.2.2: 600 40 100 1 5 30 90 400 5 9 200 4 200 4 1 10 10 1 Total: 1710 = 2 x 3 x 3 x 5 x 19. 7.12.1.4.2.9.1.2.2.1 Odd positioned groups of 2 from 7.12.1.4.2.6.7.2.3: 9 10 60 20 1 10 20 1 100 60 1 200 600 8 20 7 5 2 10 1 200 80 200 100 7 20 3 60 Total: 1815 = 3 x 5 x 11 x 11. 7.12.1.4.2.9.1.2.2.1.1 Even positioned groups of 2 from 7.12.1.4.2.6.7.2.3: 60 40 200 4 10 1 1 200 4 5 7 80 200 60 60 9 90 60 100 1 40 1 20 9 20 5 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.4.2.9.1.2.2.1.2 Odd positioned groups of 6 from 7.12.1.4.2.7.1.1.1: 5 9 9 6 60 200 3 5 200 100 10 80 1 200 40 100 30 1 60 70 20 5 60 200 Total: 1474 = 2 x 11 x 67. 7.12.1.4.2.9.1.2.2.1.2.1 Even positioned groups of 6 from 7.12.1.4.2.7.1.1.1: 70 5 1 80 100 5 60 40 5 40 5 20 5 50 3 1 5 9 9 70 8 600 40 1 Total: 1232 = 2 x 2 x 2 x 2 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.4.2.9.1.2.2.1.2.2 Last half of 24 from 7.12.1.4.2.7.1.1.2: 100 60 1 9 100 9 5 80 80 5 90 100 60 40 3 60 10 1 9 90 40 200 200 100 Total: 1452 = 2 x 2 x 3 x 11 x 11. 7.12.1.4.2.9.1.2.2.1.2.2.1 First half of 24 from 7.12.1.4.2.7.1.1.2: 10 1 7 100 40 100 9 4 400 9 20 5 9 1 600 60 1 6 20 5 600 300 5 9 Total: 2321 = 11 x 211. 7.12.1.4.2.9.1.2.2.1.2.2.2 Odd positioned groups of 8 from 7.12.1.4.2.7.1.1.3: 5 9 10 1 60 200 40 100 10 80 1 6 5 40 600 300 3 1 80 5 60 70 60 40 Total: 1786 = 2 x 19 x 47. 7.12.1.4.2.9.1.2.2.2 Even positioned groups of 8 from 7.12.1.4.2.7.1.1.3: 1 80 400 9 3 5 9 1 1 200 100 60 30 1 100 9 60 200 10 1 8 600 40 200 Total: 2128 = 2 x 2 x 2 x 2 x 7 x 19. 7.12.1.4.2.9.2 Odd positioned groups of 3 from 7.12.1.4.2.7.1.1.4: 9 6 7 9 4 100 200 100 600 20 5 5 40 100 1 5 80 5 20 5 3 9 90 40 Total: 1463 = 7 x 11 x 19. 7.12.1.4.2.9.2.1 Even positioned groups of 3 from 7.12.1.4.2.7.1.1.4: 100 70 5 5 20 5 60 60 40 20 5 9 9 5 50 9 90 100 60 9 70 1 200 100 Total: 1102 = 2 x 19 x 29. 7.12.1.4.2.9.2.1.1 Odd positioned groups of 6 from 7.12.1.4.2.7.2.1.1: 1 40 60 9 1 10 9 90 100 60 5 1 40 90 70 5 60 10 90 9 20 5 5 9 90 70 60 3 60 40 Total: 1122 = 2 x 3 x 11 x 17. 7.12.1.4.2.9.2.1.2 Even positioned groups of 6 from 7.12.1.4.2.7.2.1.1: 60 9 90 60 9 7 9 20 1 100 60 90 80 1 20 1 2 60 10 5 300 1 20 7 20 5 3 60 40 60 Total: 1210 = 2 x 5 x 11 x 11. 7.12.1.4.2.9.2.2 Odd positioned groups of 2 from 7.12.1.4.2.7.2.1.2: 90 60 1 90 30 60 100 9 400 80 40 7 40 100 100 7 7 10 90 1 2 1 60 30 100 9 600 40 1 90 Total: 2255 = 5 x 11 x 41. 7.12.1.5 Even positioned groups of 2 from 7.12.1.4.2.7.2.1.2: 9 30 200 80 9 90 60 40 200 100 1 200 7 40 10 9 1 40 90 60 90 5 5 40 1 2 60 9 90 600 Total: 2178 = 2 x 3 x 3 x 11 x 11. 7.12.1.5.1 Odd positioned groups of 4 from 7.12.1.4.2.7.2.3.1: 9 20 1 100 5 400 80 9 4 5 40 7 10 5 300 90 60 2 1 90 9 5 60 30 Total: 1342 = 2 x 11 x 61. 7.12.1.5.2 Even positioned groups of 4 from 7.12.1.4.2.7.2.3.1: 9 40 60 30 8 7 30 200 1 200 20 5 1 200 7 90 200 60 20 1 5 5 2 20 Total: 1221 = 3 x 11 x 37. 7.12.1.5.2.1 Last half of 24 from 7.12.1.4.2.7.2.3.2: 1 20 7 100 60 200 200 90 60 9 20 5 7 90 100 9 90 5 40 60 9 1 90 300 Total: 1573 = 11 x 11 x 13. SF: 35 = 5 x 7. 7.12.1.5.2.2 First half of 24 from 7.12.1.4.2.7.2.3.2: 100 60 90 1 8 5 40 60 40 90 100 60 5 40 60 1 200 100 200 100 60 3 60 200 Total: 1683 = 3 x 3 x 11 x 17. 7.12.1.5.2.2.1 Odd positioned groups of 8 from 7.12.1.4.2.7.2.4.3: 60 9 90 60 9 7 90 60 40 9 30 60 9 90 7 30 60 60 40 60 400 20 1 30 90 10 5 20 5 3 10 1 100 60 40 60 9 1 90 90 Total: 1925 = 5 x 5 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.2.2.2 Even positioned groups of 8 from 7.12.1.4.2.7.2.4.3: 200 1 90 1 40 60 9 600 600 40 4 40 100 5 90 100 200 4 1 10 60 9 100 7 9 20 1 2 600 40 90 200 Total: 3333 = 3 x 11 x 101. 7.12.1.5.2.2.2.1 Last half of 36 from 7.12.1.4.2.7.2.4.3: 60 9 90 60 9 7 90 60 200 1 90 1 40 60 9 600 40 9 30 60 9 90 7 30 600 40 4 40 100 5 90 100 60 60 40 60 Total: 2860 = 2 x 2 x 5 x 11 x 13. 7.12.1.5.2.2.2.2 First half of 36 from 7.12.1.4.2.7.2.4.3: 400 20 1 30 200 4 1 10 60 9 100 7 90 10 5 20 5 3 10 1 9 20 1 2 600 40 90 200 100 60 40 60 9 1 90 90 Total: 2398 = 2 x 11 x 109. 7.12.1.5.3 Odd positioned groups of 6 from 7.12.1.4.2.9.1.2.2: 60 9 7 90 60 200 1 9 6 200 40 100 30 200 4 10 10 9 100 60 40 1 80 5 Total: 1331 = 11 x 11 x 11. 7.12.1.5.3.1 Even positioned groups of 6 from 7.12.1.4.2.9.1.2.2: 40 60 200 8 7 60 100 60 200 200 10 1 1 9 60 70 5 10 60 40 100 1 20 1 100 9 1 5 1 200 Total: 1639 = 11 x 149. 7.12.1.5.3.1.1 Odd positioned groups of 6 from 7.12.1.4.2.10.3.1.1: 8 4 1 9 1 90 5 9 100 9 60 20 9 5 600 200 9 100 70 7 100 20 7 9 Total: 1452 = 2 x 2 x 3 x 11 x 11. 7.12.1.5.3.1.2 Even positioned groups of 6 from 7.12.1.4.2.10.3.1.1: 1 4 3 9 9 5 600 4 90 100 100 90 1 40 5 200 9 5 40 90 200 8 100 60 20 9 9 100 100 90 Total: 2101 = 11 x 191. 7.12.1.5.3.1.2.1 Odd positioned groups of 9 from 7.12.1.4.2.10.3.1.1: 1 4 3 9 9 5 8 4 1 5 9 100 9 60 20 1 40 5 40 90 200 8 100 60 70 7 100 Total: 968 = 2 x 2 x 2 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.3.1.2.1.1 Even positioned groups of 9 from 7.12.1.4.2.10.3.1.1: 9 1 90 600 4 90 100 100 90 200 9 5 9 5 600 200 9 100 20 7 9 20 9 9 100 100 90 Total: 2585 = 5 x 11 x 47. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.5.3.1.2.1.1.1 Odd positioned groups of 18 from 7.12.1.4.2.10.3.1.1: 1 4 3 9 9 5 8 4 1 9 1 90 600 4 90 100 100 90 40 90 200 8 100 60 70 7 100 20 7 9 20 9 9 100 100 90 Total: 2167 = 11 x 197. SF: 208 = 2 x 2 x 2 x 2 x 13. SF: 21 = 3 x 7. 7.12.1.5.3.1.2.1.1.2 Even positioned groups of 18 from 7.12.1.4.2.10.3.1.1: 5 9 100 9 60 20 1 40 5 200 9 5 9 5 600 200 9 100 Total: 1386 = 2 x 3 x 3 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.5.3.1.2.1.1.2.1 Odd positioned groups of 18 from 7.12.1.4.2.10.3.1.3: 200 60 9 5 5 5 9 20 5 90 600 90 200 80 9 600 100 10 20 7 7 20 9 3 20 5 9 7 9 600 100 9 100 60 90 40 Total: 3212 = 2 x 2 x 11 x 73. 7.12.1.5.3.1.2.1.1.2.2 Even positioned groups of 18 from 7.12.1.4.2.10.3.1.3: 40 1 90 1 200 10 8 600 100 60 60 60 70 60 7 90 100 5 Total: 1562 = 2 x 11 x 71. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.5.3.1.2.1.2 Last half of 27 from 7.12.1.4.2.10.3.1.4: 5 90 90 100 1 100 600 90 1 5 40 9 1 100 5 9 30 60 200 20 5 1 70 40 1 5 5 Total: 1683 = 3 x 3 x 11 x 17. 7.12.1.5.3.1.2.1.2.1 First half of 27 from 7.12.1.4.2.10.3.1.4: 1 100 4 5 3 40 9 20 9 40 5 400 8 7 4 5 1 200 9 100 1 9 90 7 600 200 4 Total: 1881 = 3 x 3 x 11 x 19. 7.12.1.5.3.1.2.1.2.1.1 Odd positioned groups of 2 from 7.12.1.4.2.10.4.1.1: 60 400 60 8 200 90 9 40 600 4 20 100 20 200 90 90 10 200 1 9 40 5 80 5 60 40 40 60 Total: 2541 = 3 x 7 x 11 x 11. 7.12.1.5.3.1.2.1.2.1.2 Even positioned groups of 2 from 7.12.1.4.2.10.4.1.1: 30 100 5 40 600 60 9 80 300 5 60 9 100 7 3 60 60 4 5 200 5 5 3 7 9 5 Total: 1771 = 7 x 11 x 23. 7.12.1.5.3.1.2.1.2.2 Odd positioned groups of 3 from 7.12.1.4.2.10.4.2.3: 30 1 80 60 100 60 100 60 200 5 600 40 100 9 40 40 60 40 30 90 5 90 9 80 1 40 10 Total: 1980 = 2 x 2 x 3 x 3 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.3.1.2.1.3 Even positioned groups of 3 from 7.12.1.4.2.10.4.2.3: 20 90 60 90 1 40 60 1 200 40 100 4 60 5 600 60 90 300 90 5 1 600 80 5 60 9 90 Total: 2761 = 11 x 251. 7.12.1.5.3.1.2.1.3.1 Odd positioned groups of 9 from 7.12.1.4.2.10.4.2.3: 20 90 60 30 1 80 90 1 40 40 100 4 5 600 40 60 5 600 90 5 1 30 90 5 600 80 5 Total: 2772 = 2 x 2 x 3 x 3 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.3.1.2.1.3.2 Even positioned groups of 9 from 7.12.1.4.2.10.4.2.3: 60 100 60 60 1 200 100 60 200 100 9 40 60 90 300 40 60 40 90 9 80 60 9 90 1 40 10 Total: 1969 = 11 x 179. 7.12.1.5.3.1.2.1.3.3 Odd positioned groups of 1 from 7.12.1.5.3.1.2.1.1: 200 7 8 5 3 4 90 30 600 10 9 9 40 40 40 2 90 600 40 9 100 Total: 1936 = 2 x 2 x 2 x 2 x 11 x 11. 7.12.1.5.3.1.2.1.3.4 Even positioned groups of 1 from 7.12.1.5.3.1.2.1.1: 40 1 5 9 200 5 1 100 5 1 60 4 9 60 20 1 100 4 60 200 600 Total: 1485 = 3 x 3 x 3 x 5 x 11. 7.12.1.5.3.1.2.1.3.4.1 Odd positioned groups of 2 from 7.12.1.5.3.1.2.1.2: 1 200 7 90 60 9 300 1 5 40 60 40 8 60 3 80 4 90 90 100 1 60 Total: 1309 = 7 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.5.3.1.2.1.3.4.1.1 Even positioned groups of 2 from 7.12.1.5.3.1.2.1.2: 100 9 200 100 20 5 20 9 200 100 60 30 40 5 60 200 5 50 1 40 Total: 1254 = 2 x 3 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.5.3.1.2.1.3.4.1.1.1 Odd positioned groups of 2 from 7.12.1.5.3.1.2.1.3: 5 9 100 60 5 9 10 1 100 60 4 40 2 1 200 4 4 90 Total: 704 = 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.5.3.1.2.1.3.4.1.1.2 Even positioned groups of 2 from 7.12.1.5.3.1.2.1.3: 3 200 200 4 20 5 9 200 60 9 60 30 90 60 100 600 5 50 Total: 1705 = 5 x 11 x 31. 7.12.1.5.3.1.2.1.3.4.1.2 Odd positioned groups of 12 from 7.12.1.5.3.1.2.1.3: 10 1 9 200 100 60 60 9 4 40 60 30 Total: 583 = 11 x 53. 7.12.1.5.3.1.2.1.3.4.1.3 Even positioned groups of 12 from 7.12.1.5.3.1.2.1.3: 5 9 3 200 100 60 200 4 5 9 20 5 2 1 90 60 200 4 100 600 4 90 5 50 Total: 1826 = 2 x 11 x 83. 7.12.1.5.3.1.2.1.3.4.1.4 Odd positioned groups of 1 from 7.12.1.5.3.1.2.2.2: 30 40 60 100 40 7 200 5 50 90 40 400 90 30 9 5 7 90 40 30 1 90 9 Total: 1463 = 7 x 11 x 19. 7.12.1.5.3.1.2.1.3.4.1.4.1 Even positioned groups of 1 from 7.12.1.5.3.1.2.2.2: 60 100 90 60 8 30 20 9 1 1 80 60 9 5 90 40 9 200 200 300 20 60 Total: 1452 = 2 x 2 x 3 x 11 x 11. 7.12.1.5.3.1.2.1.3.4.1.4.2 Odd positioned groups of 3 from 7.12.1.5.5.1.1.2.2: 200 8 5 60 200 90 5 70 80 90 60 200 60 5 1 90 40 5 3 80 40 9 7 30 100 600 60 6 20 9 Total: 2233 = 7 x 11 x 29. 7.12.1.5.3.1.2.1.3.4.2 Even positioned groups of 3 from 7.12.1.5.5.1.1.2.2: 60 8 70 1 1 70 4 5 40 60 1 70 10 60 10 70 200 5 60 40 60 90 1 200 200 100 9 4 600 80 Total: 2189 = 11 x 199. SF: 210 = 2 x 3 x 5 x 7. 7.12.1.5.3.1.2.1.4 Odd positioned groups of 1 from 7.12.1.5.5.1.1.2.4: 100 40 1 90 80 70 5 5 5 200 1 10 9 60 40 70 5 9 40 9 30 1 600 200 9 20 4 80 Total: 1793 = 11 x 163. 7.12.1.5.3.1.2.2 Even positioned groups of 1 from 7.12.1.5.5.1.1.2.4: 1 70 5 60 1 4 4 60 9 60 70 1 3 90 5 200 5 90 60 7 90 200 60 100 6 9 600 Total: 1870 = 2 x 5 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.5.3.1.2.2.1 Odd positioned groups of 15 from 7.12.1.5.5.1.4.3.2: 200 90 60 100 9 1 80 8 1 300 30 90 30 9 60 4 5 40 90 60 90 60 30 200 70 5 40 80 200 200 Total: 2242 = 2 x 19 x 59. 7.12.1.5.3.1.2.2.2 Even positioned groups of 15 from 7.12.1.5.5.1.4.3.2: 60 40 1 30 70 5 600 80 3 60 9 100 600 100 60 40 60 100 60 90 1 70 5 70 80 60 200 20 5 7 40 1 200 100 60 100 9 8 5 60 200 7 90 100 1 Total: 3667 = 19 x 193. 7.12.1.5.3.1.2.2.2.1 Odd positioned groups of 1 from 7.12.1.5.5.4.3.3.1: 3 600 3 80 60 5 60 3 8 20 1 20 2 200 60 40 9 40 9 1 10 100 2 5 1 Total: 1342 = 2 x 11 x 61. 7.12.1.5.3.1.2.2.2.2 Even positioned groups of 1 from 7.12.1.5.5.4.3.3.1: 5 80 1 70 200 9 7 7 5 60 9 1 1 100 200 1 60 80 90 40 1 1 30 40 200 Total: 1298 = 2 x 11 x 59. 7.12.1.5.3.2 Last half of 25 from 7.12.1.5.5.4.3.6.1: 1 9 60 5 5 100 9 30 200 100 5 50 400 60 40 60 5 5 1 9 60 40 1 100 9 Total: 1364 = 2 x 2 x 11 x 31. 7.12.1.5.4 First half of 25 from 7.12.1.5.5.4.3.6.1: 30 5 30 9 90 40 1 9 90 1 9 2 1 1 100 1 100 200 40 60 100 200 90 5 40 Total: 1254 = 2 x 3 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.5.5 Odd positioned groups of 12 from 7.12.1.5.5.5.3.2.1: 9 4 60 8 7 90 70 60 200 90 1 200 20 7 70 9 5 9 5 80 9 90 1 40 Total: 1144 = 2 x 2 x 2 x 11 x 13. 7.12.1.5.5.1 Even positioned groups of 12 from 7.12.1.5.5.5.3.2.1: 60 100 9 1 80 8 7 90 5 200 10 1 100 7 90 60 40 90 1 1 200 7 8 5 60 200 3 40 60 200 2 1 90 9 20 5 Total: 1870 = 2 x 5 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.5.5.1.1 Odd positioned groups of 2 from 7.12.1.5.5.5.3.2.2: 200 40 90 60 7 1 60 40 9 90 5 90 5 100 9 30 Total: 836 = 2 x 2 x 11 x 19. 7.12.1.5.5.1.1.1 Even positioned groups of 2 from 7.12.1.5.5.5.3.2.2: 8 200 9 100 40 100 4 5 60 500 8 5 60 1 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.5.5.1.1.2 Odd positioned groups of 3 from 7.12.1.5.5.5.5.1.5: 70 5 40 20 60 60 100 60 60 7 8 7 60 40 5 40 100 90 200 60 10 5 200 200 600 90 5 1 2 600 Total: 2805 = 3 x 5 x 11 x 17. 7.12.1.5.5.1.1.2.1 Even positioned groups of 3 from 7.12.1.5.5.5.5.1.5: 100 60 200 100 1 9 200 90 60 70 9 1 30 9 90 200 200 100 1 9 90 30 100 1 9 90 10 40 1 70 Total: 1980 = 2 x 2 x 3 x 3 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.5.1.1.2.2 Odd positioned groups of 6 from 7.12.1.5.5.5.5.1.5: 20 60 60 100 1 9 7 8 7 70 9 1 40 100 90 200 200 100 5 200 200 30 100 1 1 2 600 40 1 70 Total: 2332 = 2 x 2 x 11 x 53. 7.12.1.5.5.1.1.2.2.1 Even positioned groups of 6 from 7.12.1.5.5.5.5.1.5: 70 5 40 100 60 200 100 60 60 200 90 60 60 40 5 30 9 90 200 60 10 1 9 90 600 90 5 9 90 10 Total: 2453 = 11 x 223. SF: 234 = 2 x 3 x 3 x 13. SF: 21 = 3 x 7. 7.12.1.5.5.1.1.2.2.2 Odd positioned groups of 5 from 7.12.1.5.5.5.5.1.6: 8 10 200 9 70 5 60 9 5 600 600 200 90 80 70 90 100 7 9 8 8 90 4 7 3 70 600 40 60 1 Total: 3113 = 11 x 283. SF: 294 = 2 x 3 x 7 x 7. 7.12.1.5.5.1.1.2.3 Even positioned groups of 5 from 7.12.1.5.5.5.5.1.6: 60 100 60 200 20 7 90 100 60 3 60 9 9 40 100 60 200 1 80 200 100 60 60 40 40 600 40 70 5 1 Total: 2475 = 3 x 3 x 5 x 5 x 11. 7.12.1.5.5.1.1.2.4 Odd positioned groups of 20 from 7.12.1.5.5.5.5.1.6: 60 100 60 200 20 8 10 200 9 70 7 90 100 60 3 5 60 9 5 600 100 60 60 40 40 8 90 4 7 3 600 40 70 5 1 70 600 40 60 1 Total: 3575 = 5 x 5 x 11 x 13. 7.12.1.5.5.1.1.2.4.1 Even positioned groups of 20 from 7.12.1.5.5.5.5.1.6: 60 9 9 40 100 600 200 90 80 70 60 200 1 80 200 90 100 7 9 8 Total: 2013 = 3 x 11 x 61. 7.12.1.5.5.1.1.2.4.1.1 Odd positioned groups of 3 from 7.12.1.5.5.5.5.2.1: 9 90 20 80 3 90 90 20 60 90 200 5 40 1 9 200 70 60 4 9 5 1 9 40 1 9 2 1 100 200 Total: 1518 = 2 x 3 x 11 x 23. SF: 39 = 3 x 13. 7.12.1.5.5.1.1.2.4.1.2 Even positioned groups of 3 from 7.12.1.5.5.5.5.2.1: 20 90 3 60 1 200 40 200 100 9 5 60 100 60 400 200 30 1 80 1 40 1 600 4 1 1 100 40 60 100 Total: 2607 = 3 x 11 x 79. 7.12.1.5.5.1.1.2.4.2 Odd positioned groups of 10 from 7.12.1.5.5.5.5.2.2: 5 9 100 60 10 1 60 200 90 10 60 100 4 200 70 60 90 100 40 60 9 5 5 50 600 40 40 1 9 90 Total: 2178 = 2 x 3 x 3 x 11 x 11. 7.12.1.5.5.1.2 Even positioned groups of 10 from 7.12.1.5.5.5.5.2.2: 1 40 40 5 7 60 80 100 60 9 70 60 1 200 5 30 5 9 100 5 200 10 5 20 9 5 200 100 20 40 Total: 1496 = 2 x 2 x 2 x 11 x 17. 7.12.1.5.5.1.3 Odd positioned groups of 10 from 7.12.1.5.5.5.7.2.2: 5 90 8 5 10 5 9 70 5 100 200 40 1 200 100 40 10 1 9 5 Total: 913 = 11 x 83. 7.12.1.5.5.1.3.1 Even positioned groups of 10 from 7.12.1.5.5.5.7.2.2: 70 60 100 60 200 60 90 100 60 200 1 200 100 60 200 40 9 60 200 4 200 600 40 200 30 9 5 2 20 1 Total: 2981 = 11 x 271. 7.12.1.5.5.1.3.2 Odd positioned groups of 2 from 7.12.1.5.5.5.7.3.2: 90 10 100 60 5 600 60 9 200 90 80 70 5 100 20 60 100 60 60 200 1 9 60 5 200 100 Total: 2354 = 2 x 11 x 107. 7.12.1.5.5.1.3.2.1 Even positioned groups of 2 from 7.12.1.5.5.5.7.3.2: 1 9 40 1 80 3 90 60 10 1 60 200 60 400 30 1 90 100 5 10 1 70 1 1 60 200 Total: 1584 = 2 x 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.5.5.1.3.2.2 Odd positioned groups of 5 from 7.12.1.5.5.5.7.5.1: 1 70 200 100 1 5 90 5 7 5 5 8 10 9 70 1 100 200 10 9 60 5 60 5 20 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.5.5.1.4 Even positioned groups of 5 from 7.12.1.5.5.5.7.5.1: 40 200 600 60 90 8 90 100 200 1 600 5 70 100 1 5 70 100 1 30 9 5 5 600 200 Total: 3190 = 2 x 5 x 11 x 29. 7.12.1.5.5.1.4.1 Odd positioned groups of 2 from 7.12.1.5.5.5.7.5.3: 40 1 90 10 100 9 100 60 90 4 600 40 1 70 9 1 100 60 100 60 9 90 200 30 5 2 Total: 1881 = 3 x 3 x 11 x 19. 7.12.1.5.5.1.4.2 Even positioned groups of 2 from 7.12.1.5.5.5.7.5.3: 600 100 70 60 8 7 1 70 7 3 70 5 8 5 5 9 30 1 10 1 5 200 5 40 Total: 1320 = 2 x 2 x 2 x 3 x 5 x 11. 7.12.1.5.5.1.4.2.1 Odd positioned groups of 5 from 7.12.1.5.5.5.7.5.3: 10 70 60 100 9 70 90 4 7 3 70 8 5 9 1 1 100 60 10 1 30 5 40 5 2 Total: 770 = 2 x 5 x 7 x 11. 7.12.1.5.5.1.4.2.2 Even positioned groups of 5 from 7.12.1.5.5.5.7.5.3: 40 1 600 100 90 8 7 100 60 1 600 40 70 5 1 5 9 100 60 30 9 90 5 200 200 Total: 2431 = 11 x 13 x 17. 7.12.1.5.5.1.4.3 Odd positioned groups of 10 from 7.12.1.5.5.5.7.5.3: 8 7 100 60 1 70 90 4 7 3 5 9 100 60 30 1 100 60 10 1 Total: 726 = 2 x 3 x 11 x 11. 7.12.1.5.5.1.4.3.1 Even positioned groups of 10 from 7.12.1.5.5.5.7.5.3: 40 1 600 100 90 10 70 60 100 9 600 40 70 5 1 70 8 5 9 1 9 90 5 200 200 30 5 40 5 2 Total: 2475 = 3 x 3 x 5 x 5 x 11. 7.12.1.5.5.1.4.3.2 Odd positioned groups of 2 from 7.12.1.5.6.3.2.2.1: 40 5 40 5 30 40 7 10 100 9 40 90 3 100 100 60 90 5 200 60 40 10 600 10 9 1 40 5 Total: 1749 = 3 x 11 x 53. 7.12.1.5.5.1.4.3.2.1 Even positioned groups of 2 from 7.12.1.5.6.3.2.2.1: 100 1 9 4 9 5 200 100 5 1 100 7 1 60 5 60 60 40 100 1 200 5 20 200 1 90 1 1 Total: 1386 = 2 x 3 x 3 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.5.5.1.4.3.2.1.1 Odd positioned groups of 7 from 7.12.1.5.6.3.2.2.1: 40 5 100 1 40 5 9 200 100 100 9 5 1 40 100 60 5 60 90 5 60 200 5 600 10 20 200 9 Total: 2079 = 3 x 3 x 3 x 7 x 11. 7.12.1.5.5.1.4.3.2.1.2 Even positioned groups of 7 from 7.12.1.5.6.3.2.2.1: 4 30 40 9 5 7 10 90 100 7 3 100 1 60 40 200 60 100 1 40 10 1 1 90 40 5 1 1 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.5.5.1.4.3.2.1.2.1 Last half of 28 from 7.12.1.5.6.3.2.2.1: 100 60 5 60 90 5 60 40 200 60 100 1 40 10 200 5 600 10 20 200 9 1 1 90 40 5 1 1 Total: 2014 = 2 x 19 x 53. 7.12.1.5.5.1.4.3.2.1.2.2 First half of 28 from 7.12.1.5.6.3.2.2.1: 40 5 100 1 40 5 9 4 30 40 9 5 7 10 200 100 100 9 5 1 40 90 100 7 3 100 1 60 Total: 1121 = 19 x 59. SF: 78 = 2 x 3 x 13. 7.12.1.5.5.1.4.3.2.1.3 Odd positioned groups of 14 from 7.12.1.5.6.3.2.2.2: 8 40 5 1 40 5 1 2 60 9 80 10 40 1 70 4 40 40 90 300 30 30 2 1 5 9 9 3 Total: 935 = 5 x 11 x 17. 7.12.1.5.5.1.4.3.2.1.4 Even positioned groups of 14 from 7.12.1.5.6.3.2.2.2: 20 5 5 200 40 1 9 600 9 70 30 5 7 40 60 200 60 60 60 100 60 200 90 30 2 40 5 60 Total: 2068 = 2 x 2 x 11 x 47. 7.12.1.5.5.1.4.3.2.2 Odd positioned groups of 4 from 7.12.1.5.6.3.2.2.3: 100 60 5 60 200 60 100 1 60 60 60 100 2 40 5 60 20 200 9 1 1 1 70 4 30 30 2 1 Total: 1342 = 2 x 11 x 61. 7.12.1.5.5.1.4.3.2.2.1 Even positioned groups of 4 from 7.12.1.5.6.3.2.2.3: 90 5 60 40 40 10 60 200 60 200 90 30 200 5 600 10 1 90 40 5 40 40 90 300 5 9 9 3 Total: 2332 = 2 x 2 x 11 x 53. 7.12.1.5.5.1.4.3.2.2.2 Odd positioned groups of 3 from 7.12.1.5.6.3.3.1.1: 200 600 9 40 1 200 8 20 30 20 100 7 600 100 5 40 7 9 20 40 1 40 60 60 70 4 5 1 1 100 Total: 2398 = 2 x 11 x 109. 7.12.1.5.5.1.4.3.3 Even positioned groups of 3 from 7.12.1.5.6.3.3.1.1: 200 40 3 3 1 100 40 60 100 7 60 5 80 100 40 100 5 1 9 1 100 10 6 40 60 90 9 30 100 30 Total: 1430 = 2 x 5 x 11 x 13. 7.12.1.5.5.1.4.3.4 Odd positioned groups of 10 from 7.12.1.5.6.3.3.1.3: 5 1 8 1 20 40 4 60 20 5 40 9 7 100 60 5 20 7 40 9 4 60 5 90 1 2 1 30 60 100 Total: 814 = 2 x 11 x 37. 7.12.1.5.5.1.4.4 Even positioned groups of 10 from 7.12.1.5.6.3.3.1.3: 200 100 600 200 100 40 40 100 1 3 100 7 90 60 600 40 100 80 1 100 1 1 40 30 60 10 20 6 70 60 Total: 2860 = 2 x 2 x 5 x 11 x 13. 7.12.1.5.5.1.4.5 Odd positioned groups of 15 from 7.12.1.5.6.3.3.1.3: 200 100 600 200 100 40 40 100 1 3 5 1 8 1 20 40 9 7 100 60 5 20 7 40 9 1 1 40 30 60 Total: 1848 = 2 x 2 x 2 x 3 x 7 x 11. 7.12.1.5.5.1.4.6 Even positioned groups of 15 from 7.12.1.5.6.3.3.1.3: 40 4 60 20 5 100 7 90 60 600 40 100 80 1 100 10 20 6 70 60 4 60 5 90 1 2 1 30 60 100 Total: 1826 = 2 x 11 x 83. 7.12.1.5.5.2 Odd positioned groups of 4 from 7.12.1.5.6.3.3.1.5: 8 1 20 30 60 90 100 9 7 9 7 90 20 7 40 100 1 200 100 60 60 40 10 20 Total: 1089 = 3 x 3 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.5.2.1 Even positioned groups of 4 from 7.12.1.5.6.3.3.1.5: 30 600 40 4 20 5 100 1 60 40 5 10 1 100 9 1 40 30 60 200 6 60 40 1 Total: 1463 = 7 x 11 x 19. 7.12.1.5.5.2.2 Odd positioned groups of 6 from 7.12.1.5.6.3.3.1.5: 8 1 20 30 30 600 20 5 100 1 7 9 20 7 40 100 1 100 40 30 60 200 60 40 Total: 1529 = 11 x 139. 7.12.1.5.5.2.2.1 Even positioned groups of 6 from 7.12.1.5.6.3.3.1.5: 40 4 60 90 100 9 7 90 60 40 5 10 9 1 1 200 100 60 10 20 6 60 40 1 Total: 1023 = 3 x 11 x 31. 7.12.1.5.5.2.2.2 Odd positioned groups of 16 from 7.12.1.5.6.3.3.1.5: 8 1 20 30 30 600 40 4 60 90 100 9 20 5 100 1 1 200 100 60 40 30 60 200 60 40 10 20 6 60 40 1 Total: 2046 = 2 x 3 x 11 x 31. 7.12.1.5.5.2.2.3 Even positioned groups of 16 from 7.12.1.5.6.3.3.1.5: 7 9 7 90 60 40 5 10 20 7 40 100 1 100 9 1 Total: 506 = 2 x 11 x 23. 7.12.1.5.5.2.2.4 Odd positioned groups of 3 from 7.12.1.5.6.3.3.2.1: 60 40 5 40 60 300 7 9 20 100 5 1 1 40 5 30 30 60 90 30 60 20 5 9 8 1 40 40 1 5 Total: 1122 = 2 x 3 x 11 x 17. 7.12.1.5.5.3 Even positioned groups of 3 from 7.12.1.5.6.3.3.2.1: 100 60 10 60 9 90 1 7 30 70 2 2 9 7 90 200 5 9 5 2 1 30 1 90 9 200 9 3 10 1 Total: 1122 = 2 x 3 x 11 x 17. 7.12.1.5.5.4 Odd positioned groups of 1 from 7.12.1.5.6.3.3.2.2: 20 3 60 90 600 5 90 9 100 1 5 2 40 200 100 60 40 70 1 100 40 7 9 9 100 1 3 40 9 1 Total: 1815 = 3 x 5 x 11 x 11. 7.12.1.5.5.4.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.2.2: 5 5 9 1 100 5 3 1 40 8 2 1 60 40 40 200 5 80 40 60 60 40 4 200 600 5 5 70 70 1 Total: 1760 = 2 x 2 x 2 x 2 x 2 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.5.4.1.1 Odd positioned groups of 4 from 7.12.1.5.6.3.3.2.3: 10 40 60 300 9 20 1 100 2 2 1 40 70 80 1 40 7 40 9 30 70 9 70 1 8 1 40 9 5 3 10 1 Total: 1089 = 3 x 3 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.5.4.1.2 Even positioned groups of 4 from 7.12.1.5.6.3.3.2.3: 60 9 90 7 40 1 8 5 60 200 40 5 100 60 40 60 30 60 200 5 1 30 1 90 200 9 40 1 Total: 1452 = 2 x 2 x 3 x 11 x 11. 7.12.1.5.5.4.1.3 Odd positioned groups of 6 from 7.12.1.5.6.3.3.2.3: 90 7 9 20 1 100 1 40 60 200 40 5 40 60 7 40 9 30 70 1 1 30 1 90 40 1 5 3 10 1 Total: 1012 = 2 x 2 x 11 x 23. 7.12.1.5.5.4.1.4 Even positioned groups of 6 from 7.12.1.5.6.3.3.2.3: 10 40 60 300 60 9 40 1 8 5 2 2 70 80 1 40 100 60 30 60 200 5 70 9 8 1 40 9 200 9 Total: 1529 = 11 x 139. 7.12.1.5.5.4.1.4.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.2.5: 20 3 60 90 600 5 90 9 40 100 10 60 60 90 9 1 40 8 2 1 9 30 5 1 5 4 200 600 5 5 70 70 1 1 8 40 200 40 5 10 Total: 2607 = 3 x 11 x 79. 7.12.1.5.5.4.1.4.2 Even positioned groups of 1 from 7.12.1.5.6.3.3.2.5: 5 5 9 1 100 5 3 60 5 60 40 300 9 7 20 100 1 5 2 40 90 60 2 20 9 9 100 1 3 40 9 1 30 90 1 9 9 1 3 1 Total: 1265 = 5 x 11 x 23. SF: 39 = 3 x 13. 7.12.1.5.5.4.2 Odd positioned groups of 15 from 7.12.1.5.6.3.3.3.1: 200 100 600 40 20 200 100 60 9 90 5 40 5 100 60 40 9 7 90 60 100 60 70 80 1 1 30 60 200 5 Total: 2442 = 2 x 3 x 11 x 37. 7.12.1.5.5.4.2.1 Even positioned groups of 15 from 7.12.1.5.6.3.3.3.1: 9 20 1 100 60 8 5 20 5 100 30 600 40 100 60 5 9 4 9 6 600 1 70 60 4 90 1 2 1 400 Total: 2420 = 2 x 2 x 5 x 11 x 11. 7.12.1.5.5.4.2.2 Odd positioned groups of 20 from 7.12.1.5.6.3.3.3.1: 200 100 600 40 20 200 100 60 9 90 5 40 5 100 60 9 20 1 100 60 1 30 60 200 5 5 9 4 9 6 600 1 70 60 4 90 1 2 1 400 Total: 3377 = 11 x 307. 7.12.1.5.5.4.2.2.1 Even positioned groups of 20 from 7.12.1.5.6.3.3.3.1: 8 5 20 5 100 30 600 40 100 60 40 9 7 90 60 100 60 70 80 1 Total: 1485 = 3 x 3 x 3 x 5 x 11. 7.12.1.5.5.4.2.2.2 Odd positioned groups of 20 from 7.12.1.5.6.3.3.3.2: 5 3 5 9 1 9 60 200 5 3 1 200 100 7 10 90 100 9 40 1 1 200 100 60 9 60 40 1 200 100 9 20 1 30 1 8 1 40 9 100 Total: 1848 = 2 x 2 x 2 x 3 x 7 x 11. 7.12.1.5.5.4.3 Even positioned groups of 20 from 7.12.1.5.6.3.3.3.2: 5 10 40 1 7 100 5 1 70 5 200 40 5 9 90 9 30 1 100 9 Total: 737 = 11 x 67. SF: 78 = 2 x 3 x 13. 7.12.1.5.5.4.3.1 Odd positioned groups of 5 from 7.12.1.5.6.3.3.3.3: 200 100 600 40 20 200 100 60 9 90 5 40 5 100 60 9 20 1 100 60 1 30 60 200 5 5 9 4 9 6 600 1 70 60 4 90 1 2 1 400 Total: 3377 = 11 x 307. 7.12.1.5.5.4.3.2 Even positioned groups of 5 from 7.12.1.5.6.3.3.3.3: 5 3 5 9 1 9 60 200 5 3 1 200 100 7 10 90 100 9 40 1 1 200 100 60 9 60 40 1 200 100 9 20 1 30 1 8 1 40 9 100 Total: 1848 = 2 x 2 x 2 x 3 x 7 x 11. 7.12.1.5.5.4.3.3 Odd positioned groups of 5 from 7.12.1.5.6.3.3.3.4: 8 5 20 5 100 30 600 40 100 60 40 9 7 90 60 100 60 70 80 1 Total: 1485 = 3 x 3 x 3 x 5 x 11. 7.12.1.5.5.4.3.3.1 Even positioned groups of 5 from 7.12.1.5.6.3.3.3.4: 5 10 40 1 7 100 5 1 70 5 200 40 5 9 90 9 30 1 100 9 Total: 737 = 11 x 67. SF: 78 = 2 x 3 x 13. 7.12.1.5.5.4.3.3.1.1 Odd positioned groups of 10 from 7.12.1.5.6.3.3.4.1: 20 30 90 7 40 4 2 1 9 7 40 5 200 100 60 20 100 7 30 60 9 70 1 5 200 9 100 9 5 3 Total: 1243 = 11 x 113. 7.12.1.5.5.4.3.3.1.2 Even positioned groups of 10 from 7.12.1.5.6.3.3.4.1: 1 40 40 600 5 40 9 90 60 300 200 40 40 1 2 2 100 60 5 9 60 200 1 20 10 20 3 5 100 60 Total: 2123 = 11 x 193. 7.12.1.5.5.4.3.3.2 Odd positioned groups of 12 from 7.12.1.5.6.3.3.4.1: 90 7 40 4 2 1 9 7 200 40 40 1 100 7 30 60 60 200 1 20 10 20 3 5 Total: 957 = 3 x 11 x 29. 7.12.1.5.5.4.3.4 Even positioned groups of 12 from 7.12.1.5.6.3.3.4.1: 1 40 40 600 5 40 9 90 60 300 20 30 2 2 100 60 5 9 40 5 200 100 60 20 100 60 9 70 1 5 200 9 100 9 5 3 Total: 2409 = 3 x 11 x 73. 7.12.1.5.5.4.3.5 Odd positioned groups of 12 from 7.12.1.5.6.3.3.4.2: 30 600 1 2 40 7 90 60 100 60 80 1 40 90 40 30 5 2 60 40 90 5 40 5 Total: 1518 = 2 x 3 x 11 x 23. SF: 39 = 3 x 13. 7.12.1.5.5.4.3.6 Even positioned groups of 12 from 7.12.1.5.6.3.3.4.2: 5 3 100 5 100 1 3 40 8 1 60 9 1 40 40 4 7 90 70 1 60 40 7 40 5 70 1 90 30 60 40 1 30 5 10 1 Total: 1078 = 2 x 7 x 7 x 11. 7.12.1.5.5.4.3.6.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.3: 9 3 60 8 20 60 9 90 200 100 40 80 40 70 200 60 60 7 1 60 10 90 3 40 200 40 100 30 5 10 Total: 1705 = 5 x 11 x 31. 7.12.1.5.5.4.3.6.1.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.3: 90 40 300 1 30 9 7 60 40 60 1 1 5 1 100 40 20 40 20 40 20 5 5 5 9 1 9 5 3 1 Total: 968 = 2 x 2 x 2 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.5.4.3.6.1.2 Odd positioned groups of 4 from 7.12.1.5.6.3.3.4.3: 9 90 3 40 20 30 60 9 200 40 100 60 40 5 70 1 60 20 7 40 10 20 90 5 200 9 40 1 5 3 10 1 Total: 1298 = 2 x 11 x 59. 7.12.1.5.5.4.3.6.2 Even positioned groups of 4 from 7.12.1.5.6.3.3.4.3: 60 300 8 1 9 7 90 60 40 1 80 1 200 100 60 40 1 20 60 40 3 5 40 5 100 9 30 5 Total: 1375 = 5 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.5.4.4 Odd positioned groups of 5 from 7.12.1.5.6.3.3.4.3: 300 8 1 20 30 60 200 40 100 60 5 70 1 200 100 40 1 20 60 40 5 40 5 200 9 5 5 3 10 1 Total: 1639 = 11 x 149. 7.12.1.5.5.4.4.1 Even positioned groups of 5 from 7.12.1.5.6.3.3.4.3: 9 90 3 40 60 60 9 9 7 90 40 1 80 1 40 60 40 60 20 7 10 20 90 5 3 40 1 100 9 30 Total: 1034 = 2 x 11 x 47. 7.12.1.5.5.4.4.1.1 Last half of 30 from 7.12.1.5.6.3.3.4.4: 40 4 5 9 7 90 100 7 40 90 30 60 40 30 60 200 5 2 100 60 5 70 9 70 1 90 1 5 30 60 Total: 1320 = 2 x 2 x 2 x 3 x 5 x 11. 7.12.1.5.5.4.4.1.2 First half of 30 from 7.12.1.5.6.3.3.4.4: 1 40 5 3 40 600 100 5 5 40 100 1 90 7 30 600 40 4 1 2 2 1 40 7 2 2 1 40 100 60 Total: 1969 = 11 x 179. 7.12.1.5.5.4.4.2 Odd positioned groups of 2 from 7.12.1.5.6.3.3.4.5: 90 7 40 4 2 1 9 7 200 40 40 1 100 7 30 60 60 200 1 20 10 20 3 5 Total: 957 = 3 x 11 x 29. 7.12.1.5.5.4.4.2.1 Even positioned groups of 2 from 7.12.1.5.6.3.3.4.5: 30 600 1 2 40 7 90 60 100 60 80 1 40 90 40 30 5 2 60 40 90 5 40 5 Total: 1518 = 2 x 3 x 11 x 23. SF: 39 = 3 x 13. 7.12.1.5.5.4.4.2.2 Odd positioned groups of 2 from 7.12.1.5.6.3.3.4.6: 1 40 40 600 5 40 9 90 60 300 20 30 2 2 100 60 5 9 40 5 200 100 60 20 100 60 9 70 1 5 200 9 100 9 5 3 Total: 2409 = 3 x 11 x 73. 7.12.1.5.5.5 Even positioned groups of 2 from 7.12.1.5.6.3.3.4.6: 5 3 100 5 100 1 3 40 8 1 60 9 1 40 40 4 7 90 70 1 60 40 7 40 5 70 1 90 30 60 40 1 30 5 10 1 Total: 1078 = 2 x 7 x 7 x 11. 7.12.1.5.5.5.1 Odd positioned groups of 4 from 7.12.1.5.6.3.3.4.6: 1 40 5 3 5 40 100 1 60 300 8 1 2 2 1 40 5 9 7 90 200 100 60 40 100 60 5 70 1 5 30 60 100 9 30 5 Total: 1595 = 5 x 11 x 29. 7.12.1.5.5.5.2 Even positioned groups of 4 from 7.12.1.5.6.3.3.4.6: 40 600 100 5 9 90 3 40 20 30 60 9 100 60 40 4 40 5 70 1 60 20 7 40 9 70 1 90 200 9 40 1 5 3 10 1 Total: 1892 = 2 x 2 x 11 x 43. 7.12.1.5.5.5.3 Odd positioned groups of 2 from 7.12.1.5.6.3.3.5.1: 60 9 40 5 600 100 40 5 1 200 10 40 40 9 60 200 9 90 20 7 7 40 1 100 40 30 5 2 60 40 Total: 1870 = 2 x 5 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.5.5.5.3.1 Even positioned groups of 2 from 7.12.1.5.6.3.3.5.1: 90 1 3 40 5 5 100 60 100 7 60 300 7 90 40 5 100 60 40 100 9 30 9 1 60 200 1 20 10 20 Total: 1573 = 11 x 11 x 13. SF: 35 = 5 x 7. 7.12.1.5.5.5.3.2 Odd positioned groups of 12 from 7.12.1.5.6.3.3.5.1: 40 5 100 60 1 200 100 7 10 40 60 300 20 7 40 100 7 40 9 30 1 100 9 1 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.5.5.5.3.2.1 Even positioned groups of 12 from 7.12.1.5.6.3.3.5.1: 60 9 90 1 40 5 3 40 600 100 5 5 40 9 7 90 60 200 40 5 9 90 100 60 40 30 60 200 5 2 1 20 60 40 10 20 Total: 2156 = 2 x 2 x 7 x 7 x 11. 7.12.1.5.5.5.3.2.1.1 Odd positioned groups of 15 from 7.12.1.5.6.3.3.5.1: 60 9 90 1 40 5 3 40 600 100 5 5 40 5 100 40 5 9 90 100 60 20 7 40 100 7 40 9 30 1 Total: 1661 = 11 x 151. 7.12.1.5.5.5.3.2.1.1.1 Even positioned groups of 15 from 7.12.1.5.6.3.3.5.1: 60 1 200 100 7 10 40 60 300 40 9 7 90 60 200 100 9 1 40 30 60 200 5 2 1 20 60 40 10 20 Total: 1782 = 2 x 3 x 3 x 3 x 3 x 11. 7.12.1.5.5.5.3.2.1.1.2 Odd positioned groups of 20 from 7.12.1.5.6.3.3.5.1: 60 9 90 1 40 5 3 40 600 100 5 5 40 5 100 60 1 200 100 7 7 40 9 30 1 100 9 1 40 30 60 200 5 2 1 20 60 40 10 20 Total: 2156 = 2 x 2 x 7 x 7 x 11. 7.12.1.5.5.5.3.2.1.1.2.1 Even positioned groups of 20 from 7.12.1.5.6.3.3.5.1: 10 40 60 300 40 9 7 90 60 200 40 5 9 90 100 60 20 7 40 100 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.5.5.5.3.2.1.1.2.1.1 Last half of 30 from 7.12.1.5.6.3.3.5.2: 90 7 30 600 40 4 70 80 1 40 5 70 1 200 100 60 40 60 30 60 200 5 1 200 100 60 9 90 30 60 Total: 2343 = 3 x 11 x 71. 7.12.1.5.5.5.3.2.1.1.2.1.2 First half of 30 from 7.12.1.5.6.3.3.5.2: 200 100 600 40 20 5 3 5 9 1 200 100 40 100 1 9 90 3 9 60 200 5 3 5 8 1 20 30 60 9 Total: 1936 = 2 x 2 x 2 x 2 x 11 x 11. 7.12.1.5.5.5.3.2.1.1.2.2 Last half of 20 from 7.12.1.5.6.3.3.5.4: 40 9 7 90 60 200 40 5 9 90 100 60 70 80 1 40 5 70 1 200 Total: 1177 = 11 x 107. 7.12.1.5.5.5.3.2.1.1.2.2.1 First half of 20 from 7.12.1.5.6.3.3.5.4: 1 200 100 7 10 40 60 300 8 1 20 30 60 9 90 7 30 600 40 4 Total: 1617 = 3 x 7 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.5.5.3.2.1.1.2.2.2 Odd positioned groups of 11 from 7.12.1.5.6.3.4.6.1: 7 5 9 90 10 9 60 40 5 70 40 9 600 100 7 3 5 30 60 20 60 40 4 90 5 40 60 9 300 600 40 7 30 Total: 2464 = 2 x 2 x 2 x 2 x 2 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.5.5.3.2.1.1.3 Even positioned groups of 11 from 7.12.1.5.6.3.4.6.1: 5 9 3 1 9 1 300 200 100 7 30 7 100 80 60 200 40 1 10 1 40 600 Total: 1804 = 2 x 2 x 11 x 41. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.5.5.5.3.2.1.1.4 Odd positioned groups of 1 from 7.12.1.5.6.4.1.1.1: 2 40 60 200 1 10 9 40 40 60 40 60 10 8 60 600 4 10 60 1 20 200 5 Total: 1540 = 2 x 2 x 5 x 7 x 11. 7.12.1.5.5.5.3.2.1.2 Even positioned groups of 1 from 7.12.1.5.6.4.1.1.1: 60 100 4 90 1 1 5 600 100 40 1 40 7 9 9 90 5 3 40 20 60 90 Total: 1375 = 5 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.5.5.3.2.2 Odd positioned groups of 5 from 7.12.1.5.6.4.1.1.1: 2 60 40 100 60 10 1 9 5 40 40 1 60 40 10 600 90 4 5 10 20 60 200 90 5 Total: 1562 = 2 x 11 x 71. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.5.5.5.3.2.2.1 Even positioned groups of 5 from 7.12.1.5.6.4.1.1.1: 4 200 90 1 1 600 40 100 60 40 7 8 9 60 9 3 60 40 1 20 Total: 1353 = 3 x 11 x 41. 7.12.1.5.5.5.3.2.2.1.1 Odd positioned groups of 5 from 7.12.1.5.6.4.2.1.1: 90 1 100 7 100 100 5 9 7 90 5 9 60 200 200 100 10 3 40 60 9 90 80 1 30 Total: 1406 = 2 x 19 x 37. 7.12.1.5.5.5.3.2.2.1.2 Even positioned groups of 5 from 7.12.1.5.6.4.2.1.1: 60 40 60 40 200 100 60 5 5 70 100 40 9 50 1 4 40 100 60 400 Total: 1444 = 2 x 2 x 19 x 19. SF: 42 = 2 x 3 x 7. 7.12.1.5.5.5.3.2.2.1.2.1 Odd positioned groups of 1 from 7.12.1.5.6.4.2.2.2: 70 80 2 100 200 8 90 40 300 100 9 80 90 40 200 600 7 60 20 600 40 9 5 Total: 2750 = 2 x 5 x 5 x 5 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.5.5.3.2.2.1.2.2 Even positioned groups of 1 from 7.12.1.5.6.4.2.2.2: 1 1 200 60 5 7 1 60 7 7 70 5 600 60 40 9 90 40 30 40 60 4 Total: 1397 = 11 x 127. 7.12.1.5.5.5.3.2.2.2 Odd positioned groups of 3 from 7.12.1.5.6.4.2.2.2: 1 2 200 5 8 7 60 300 7 70 80 5 60 200 40 90 60 40 40 40 60 Total: 1375 = 5 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.5.5.4 Even positioned groups of 3 from 7.12.1.5.6.4.2.2.2: 70 1 80 100 60 200 90 1 40 100 7 9 90 600 40 600 9 7 20 30 600 9 4 5 Total: 2772 = 2 x 2 x 3 x 3 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.5.5.5 Last half of 24 from 7.12.1.5.6.4.3.2.2: 10 9 40 4 90 40 200 10 9 70 3 3 40 200 60 1 200 40 60 40 60 10 90 9 Total: 1298 = 2 x 11 x 59. 7.12.1.5.5.5.5.1 First half of 24 from 7.12.1.5.6.4.3.2.2: 40 1 70 5 2 100 80 40 200 40 1 1 2 40 5 5 9 200 70 9 90 9 90 200 Total: 1309 = 7 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.5.5.5.5.1.1 Odd positioned groups of 8 from 7.12.1.5.6.4.3.2.5: 60 40 200 1 9 70 80 5 60 200 60 40 2 1 80 1 200 90 1 40 1 200 100 10 Total: 1551 = 3 x 11 x 47. 7.12.1.5.5.5.5.1.2 Even positioned groups of 8 from 7.12.1.5.6.4.3.2.5: 90 2 200 100 5 80 600 40 1 10 1 9 5 40 5 4 1 9 1 70 7 3 1 3 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.5.5.5.5.1.3 Odd positioned groups of 4 from 7.12.1.5.6.4.4.1.3: 60 200 5 100 3 5 9 10 90 1 40 100 3 60 80 5 9 1 200 100 5 60 200 10 60 9 1 80 5 100 1 100 40 1 20 20 Total: 1793 = 11 x 163. 7.12.1.5.5.5.5.1.4 Even positioned groups of 4 from 7.12.1.5.6.4.4.1.3: 600 40 20 5 2 7 8 7 60 90 70 80 9 90 8 1 100 60 200 8 1 100 1 2 400 9 90 30 20 5 3 60 60 200 90 5 Total: 2541 = 3 x 7 x 11 x 11. 7.12.1.5.5.5.5.1.5 Odd positioned groups of 12 from 7.12.1.5.6.4.4.1.3: 2 7 8 7 90 1 40 100 60 90 70 80 100 60 200 8 5 60 200 10 1 100 1 2 20 5 3 60 40 1 20 20 60 200 90 5 Total: 1826 = 2 x 11 x 83. 7.12.1.5.5.5.5.1.5.1 Even positioned groups of 12 from 7.12.1.5.6.4.4.1.3: 60 200 5 100 600 40 20 5 3 5 9 10 3 60 80 5 9 90 8 1 9 1 200 100 60 9 1 80 400 9 90 30 5 100 1 100 Total: 2508 = 2 x 2 x 3 x 11 x 19. 7.12.1.5.5.5.5.1.5.1.1 Last half of 36 from 7.12.1.5.6.4.4.1.3: 60 200 5 100 600 40 20 5 3 5 9 10 2 7 8 7 90 1 40 100 60 90 70 80 3 60 80 5 9 90 8 1 9 1 200 100 Total: 2178 = 2 x 3 x 3 x 11 x 11. 7.12.1.5.5.5.5.1.5.1.2 First half of 36 from 7.12.1.5.6.4.4.1.3: 100 60 200 8 5 60 200 10 1 100 1 2 60 9 1 80 400 9 90 30 5 100 1 100 20 5 3 60 40 1 20 20 60 200 90 5 Total: 2156 = 2 x 2 x 7 x 7 x 11. 7.12.1.5.5.5.5.1.5.1.2.1 Odd positioned groups of 3 from 7.12.1.5.6.4.4.1.4: 5 70 5 90 600 90 5 200 100 60 200 4 60 40 100 40 5 9 Total: 1683 = 3 x 3 x 11 x 17. 7.12.1.5.5.5.5.1.5.1.2.1.1 Even positioned groups of 3 from 7.12.1.5.6.4.4.1.4: 80 9 90 90 100 1 600 40 9 1 9 600 60 40 10 90 100 7 Total: 1936 = 2 x 2 x 2 x 2 x 11 x 11. 7.12.1.5.5.5.5.1.5.1.2.1.2 Odd positioned groups of 1 from 7.12.1.6.1.1.2.1.1: 40 90 5 1 90 70 60 40 5 200 60 9 1 90 1 2 80 40 1 30 200 9 40 100 9 40 5 90 1 90 60 60 600 1 5 30 Total: 2255 = 5 x 11 x 41. 7.12.1.5.5.5.5.1.5.1.2.2 Even positioned groups of 1 from 7.12.1.6.1.1.2.1.1: 60 10 90 9 1 1 200 70 60 90 5 80 600 9 5 1 60 60 9 60 9 1 90 40 5 30 70 80 200 5 100 5 90 9 1 40 Total: 2255 = 5 x 11 x 41. 7.12.1.5.5.5.5.1.5.1.2.2.1 Odd positioned groups of 18 from 7.12.1.6.1.1.2.1.1: 200 90 60 5 9 80 1 600 90 9 1 5 2 1 80 60 40 60 90 80 1 200 90 5 60 100 60 5 600 90 1 9 5 1 30 40 Total: 2860 = 2 x 2 x 5 x 11 x 13. 7.12.1.5.5.5.5.1.5.1.2.2.2 Even positioned groups of 18 from 7.12.1.6.1.1.2.1.1: 40 60 90 10 5 90 1 9 90 1 70 1 60 200 40 70 5 60 1 9 30 60 200 9 9 1 40 90 100 40 9 5 40 30 5 70 Total: 1650 = 2 x 3 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.5.5.5.1.5.2 Odd positioned groups of 2 from 7.12.1.6.1.1.2.1.2: 600 90 70 60 40 90 100 9 300 1 70 9 100 30 60 30 40 40 1 200 1 100 5 60 100 40 9 6 60 9 40 7 9 8 80 1 Total: 2475 = 3 x 3 x 5 x 5 x 11. 7.12.1.5.5.5.5.1.5.2.1 Even positioned groups of 2 from 7.12.1.6.1.1.2.1.2: 5 1 20 60 100 7 60 9 400 5 40 1 20 90 20 5 7 3 100 30 1 90 9 4 7 1 7 9 9 200 40 100 200 4 300 5 Total: 1969 = 11 x 179. 7.12.1.5.5.5.5.1.5.2.1.1 Odd positioned groups of 9 from 7.12.1.6.1.1.2.1.2: 90 100 7 100 9 60 9 300 1 90 60 30 20 5 40 40 7 3 60 9 4 100 40 7 1 9 6 100 9 8 200 4 80 1 300 5 Total: 1914 = 2 x 3 x 11 x 29. 7.12.1.5.5.5.5.1.5.2.1.2 Even positioned groups of 9 from 7.12.1.6.1.1.2.1.2: 600 90 5 1 70 60 20 60 40 400 5 70 9 40 1 100 30 20 1 200 100 30 1 100 1 90 5 7 9 60 9 9 200 40 7 40 Total: 2530 = 2 x 5 x 11 x 23. 7.12.1.5.5.5.5.1.5.2.2 Odd positioned groups of 24 from 7.12.1.6.1.1.2.2.1: 5 8 1 5 4 5 5 3 60 200 100 200 100 9 1 60 40 9 200 100 100 600 600 5 Total: 2420 = 2 x 2 x 5 x 11 x 11. 7.12.1.5.5.5.5.1.5.2.2.1 Even positioned groups of 24 from 7.12.1.6.1.1.2.2.1: 80 3 60 40 5 4 9 8 60 200 30 5 9 100 10 100 9 80 20 60 200 5 10 100 80 9 90 5 30 60 20 5 90 60 40 9 100 7 40 100 5 5 8 5 600 3 60 90 Total: 2728 = 2 x 2 x 2 x 11 x 31. 7.12.1.5.5.5.5.1.5.2.2.2 Odd positioned groups of 4 from 7.12.1.6.1.1.2.2.3: 80 3 60 9 4 600 90 60 80 9 90 1 1 70 5 10 90 1 200 100 100 9 1 1 80 9 90 9 60 40 100 5 5 5 30 60 20 5 3 60 Total: 2255 = 5 x 11 x 41. 7.12.1.5.5.5.5.1.5.3 Even positioned groups of 4 from 7.12.1.6.1.1.2.2.3: 100 9 40 5 9 8 60 40 20 60 200 90 100 60 100 60 200 40 7 1 9 100 60 40 9 90 5 30 20 5 90 100 8 5 600 90 90 7 20 9 Total: 2596 = 2 x 2 x 11 x 59. 7.12.1.5.5.5.5.1.5.3.1 Last half of 40 from 7.12.1.6.1.1.2.2.3: 100 9 1 1 9 100 60 40 80 9 90 9 9 90 5 30 60 40 100 5 20 5 90 100 5 5 30 60 8 5 600 90 20 5 3 60 90 7 20 9 Total: 2079 = 3 x 3 x 3 x 7 x 11. 7.12.1.5.5.5.5.1.5.3.2 First half of 40 from 7.12.1.6.1.1.2.2.3: 80 3 60 9 100 9 40 5 4 600 90 60 9 8 60 40 80 9 90 1 20 60 200 90 1 70 5 10 100 60 100 60 90 1 200 100 200 40 7 1 Total: 2772 = 2 x 2 x 3 x 3 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.5.5.5.1.5.4 Odd positioned groups of 2 from 7.12.1.6.1.1.2.5.1: 60 200 9 100 9 300 9 90 90 60 5 10 40 1 1 200 200 9 9 1 200 100 90 9 70 1 100 60 100 5 9 8 90 4 30 20 Total: 2299 = 11 x 11 x 19. 7.12.1.5.5.5.5.1.5.4.1 Even positioned groups of 2 from 7.12.1.6.1.1.2.5.1: 40 100 10 1 1 80 1 200 1 70 80 9 100 1 100 60 100 60 40 1 100 60 4 5 80 60 60 200 90 100 5 600 80 1 5 3 Total: 2508 = 2 x 2 x 3 x 11 x 19. 7.12.1.5.5.5.5.1.5.4.2 Odd positioned groups of 3 from 7.12.1.6.1.1.2.5.2: 60 70 5 9 60 9 200 90 5 60 100 60 1 100 9 1 100 9 5 90 100 600 40 60 40 3 7 5 30 60 200 8 5 300 5 90 Total: 2596 = 2 x 2 x 11 x 59. 7.12.1.5.5.5.5.1.5.4.3 Even positioned groups of 3 from 7.12.1.6.1.1.2.5.2: 1 40 100 400 20 60 70 5 9 1 9 30 40 9 30 7 80 60 50 9 600 40 100 7 40 5 600 1 9 5 60 40 1 7 20 9 Total: 2574 = 2 x 3 x 3 x 11 x 13. 7.12.1.5.5.5.5.1.5.4.4 Odd positioned groups of 8 from 7.12.1.6.1.1.2.5.2: 60 70 5 1 40 100 9 60 5 9 60 100 60 1 9 30 9 7 80 60 5 90 100 50 40 3 7 40 5 600 5 30 40 1 300 5 90 7 20 9 Total: 2222 = 2 x 11 x 101. 7.12.1.5.5.5.5.1.6 Even positioned groups of 8 from 7.12.1.6.1.1.2.5.2: 9 400 20 60 200 90 5 70 1 100 9 40 9 30 1 100 9 600 600 40 60 40 100 7 60 1 9 5 200 8 5 60 Total: 2948 = 2 x 2 x 11 x 67. 7.12.1.5.5.5.5.1.6.1 Odd positioned groups of 4 from 7.12.1.6.1.2.1.2.1: 9 60 90 100 5 10 100 1 5 80 5 90 80 400 9 5 1 70 40 80 5 100 1 40 40 5 70 100 60 200 5 200 20 5 5 5 Total: 2101 = 11 x 191. 7.12.1.5.5.5.5.1.6.1.1 Even positioned groups of 4 from 7.12.1.6.1.2.1.2.1: 70 5 40 1 90 60 200 4 1 200 80 1 10 4 200 10 600 90 1 40 100 60 1 9 40 1 60 40 8 5 60 40 10 100 1 90 Total: 2332 = 2 x 2 x 11 x 53. 7.12.1.5.5.5.5.1.6.1.2 Odd positioned groups of 18 from 7.12.1.6.1.2.1.2.1: 5 90 1 200 80 1 80 400 9 5 10 4 200 10 1 70 40 80 60 40 60 200 5 200 8 5 60 40 20 5 5 5 10 100 1 90 Total: 2200 = 2 x 2 x 2 x 5 x 5 x 11. 7.12.1.5.5.5.5.1.6.1.2.1 Even positioned groups of 18 from 7.12.1.6.1.2.1.2.1: 9 60 90 100 70 5 40 1 5 10 100 1 90 60 200 4 5 80 600 90 1 40 5 100 1 40 100 60 1 9 40 5 70 100 40 1 Total: 2233 = 7 x 11 x 29. 7.12.1.5.5.5.5.1.6.1.2.2 Odd positioned groups of 1 from 7.12.1.6.1.2.1.2.2: 20 90 200 9 5 100 1 60 40 100 400 40 5 60 10 7 1 5 60 20 80 5 10 8 9 90 200 90 60 10 9 100 10 90 90 40 Total: 2134 = 2 x 11 x 97. 7.12.1.5.5.5.5.1.6.2 Even positioned groups of 1 from 7.12.1.6.1.2.1.2.2: 600 20 90 1 40 60 300 200 100 7 60 10 40 200 1 30 4 5 100 7 600 70 1 7 100 60 90 9 200 1 1 60 1 10 5 1 Total: 3091 = 11 x 281. 7.12.1.5.5.5.5.1.6.2.1 Odd positioned groups of 24 from 7.12.1.6.1.2.1.2.3: 90 60 200 4 5 80 1 300 60 200 40 100 5 90 1 200 80 1 100 7 400 60 40 10 Total: 2134 = 2 x 11 x 97. 7.12.1.5.5.5.5.1.6.2.1.1 Even positioned groups of 24 from 7.12.1.6.1.2.1.2.3: 9 60 90 100 70 5 20 600 90 20 200 90 40 1 5 10 100 1 9 1 5 40 100 60 80 400 9 5 10 4 5 40 60 200 10 1 200 10 1 70 40 80 7 30 1 4 5 5 Total: 3003 = 3 x 7 x 11 x 13. 7.12.1.5.5.5.5.1.6.2.1.2 Odd positioned groups of 1 from 7.12.1.6.1.2.1.2.4: 600 1 5 60 20 80 1 100 1 5 10 8 40 70 40 9 90 200 60 60 5 90 60 10 8 60 20 9 100 10 5 10 1 90 90 40 Total: 2068 = 2 x 2 x 11 x 47. 7.12.1.5.5.5.5.1.6.2.2 Even positioned groups of 1 from 7.12.1.6.1.2.1.2.4: 90 40 100 100 7 600 40 60 9 70 1 7 5 100 1 100 60 90 40 200 200 9 200 1 5 40 5 1 60 1 5 100 90 10 5 1 Total: 2453 = 11 x 223. SF: 234 = 2 x 3 x 3 x 13. SF: 21 = 3 x 7. 7.12.1.5.5.5.5.1.6.3 Odd positioned groups of 2 from 7.12.1.6.1.2.1.2.4: 600 90 5 100 20 7 1 40 1 9 10 1 40 5 40 1 90 60 60 40 5 200 60 200 8 5 20 5 100 60 5 5 1 90 90 5 Total: 2079 = 3 x 3 x 3 x 7 x 11. 7.12.1.5.5.5.5.1.6.3.1 Even positioned groups of 2 from 7.12.1.6.1.2.1.2.4: 1 40 60 100 80 600 100 60 5 70 8 7 70 100 9 100 200 90 60 200 90 9 10 1 60 40 9 1 10 1 10 100 90 10 40 1 Total: 2442 = 2 x 3 x 11 x 37. 7.12.1.5.5.5.5.1.6.3.1.1 Odd positioned groups of 3 from 7.12.1.6.1.2.1.2.4: 600 90 1 60 100 20 1 40 100 5 70 10 40 5 70 9 100 90 60 40 60 90 9 60 8 5 60 9 1 100 5 5 10 90 10 90 Total: 2123 = 11 x 193. 7.12.1.5.5.5.5.1.6.3.1.2 Even positioned groups of 3 from 7.12.1.6.1.2.1.2.4: 40 5 100 7 80 600 60 1 9 1 8 7 100 40 1 60 200 90 200 5 200 200 10 1 40 20 5 60 10 1 100 1 90 5 40 1 Total: 2398 = 2 x 11 x 109. 7.12.1.5.5.5.5.1.6.3.2 Odd positioned groups of 12 from 7.12.1.6.1.2.1.2.4: 1 40 100 60 1 9 5 70 10 1 8 7 60 40 60 200 5 200 90 9 60 200 10 1 5 5 10 100 1 90 90 10 90 5 40 1 Total: 1694 = 2 x 7 x 11 x 11. 7.12.1.5.5.5.5.1.6.4 Even positioned groups of 12 from 7.12.1.6.1.2.1.2.4: 600 90 1 40 5 100 60 100 20 7 80 600 40 5 70 100 40 1 9 100 90 60 200 90 8 5 60 40 20 5 9 1 100 60 10 1 Total: 2827 = 11 x 257. 7.12.1.5.5.5.5.1.6.4.1 Odd positioned groups of 6 from 7.12.1.6.1.2.2.2.1: 60 1 9 60 10 10 5 60 60 60 5 60 5 40 90 40 40 1 100 90 9 1 8 100 60 100 9 9 60 9 60 100 80 9 60 5 Total: 1485 = 3 x 3 x 3 x 5 x 11. 7.12.1.5.5.5.5.1.6.4.1.1 Even positioned groups of 6 from 7.12.1.6.1.2.2.2.1: 4 90 200 9 9 10 200 1 60 100 200 9 10 9 9 9 600 1 100 90 40 1 30 40 9 9 1 60 1 100 80 200 5 40 5 2 Total: 2343 = 3 x 11 x 71. 7.12.1.5.5.5.5.1.6.4.1.2 Odd positioned groups of 24 from 7.12.1.6.1.2.2.2.1: 5 40 90 40 40 1 10 9 9 9 600 1 100 90 9 1 8 100 100 90 40 1 30 40 Total: 1463 = 7 x 11 x 19. 7.12.1.5.5.5.5.1.6.4.2 Even positioned groups of 24 from 7.12.1.6.1.2.2.2.1: 60 1 9 60 10 10 4 90 200 9 9 10 5 60 60 60 5 60 200 1 60 100 200 9 60 100 9 9 60 9 9 9 1 60 1 100 60 100 80 9 60 5 80 200 5 40 5 2 Total: 2365 = 5 x 11 x 43. 7.12.1.5.5.5.5.2 Odd positioned groups of 12 from 7.12.1.6.1.2.2.2.2: 70 100 4 30 90 200 80 9 200 60 30 40 5 4 40 70 600 60 1 10 10 9 5 60 40 5 1 90 40 9 60 60 600 10 90 200 Total: 2992 = 2 x 2 x 2 x 2 x 11 x 17. 7.12.1.5.5.5.5.2.1 Even positioned groups of 12 from 7.12.1.6.1.2.2.2.2: 200 30 40 9 1 600 600 5 90 90 90 1 8 5 600 5 20 90 1 1 60 100 90 40 200 7 40 7 1 600 5 90 70 80 200 60 Total: 4136 = 2 x 2 x 2 x 11 x 47. 7.12.1.5.5.5.5.2.1.1 Odd positioned groups of 6 from 7.12.1.6.1.2.2.2.3: 60 200 1 30 9 40 9 90 10 1 5 90 5 8 40 5 90 600 600 90 1 40 8 600 60 200 100 7 9 40 1 200 100 60 60 40 Total: 3509 = 11 x 11 x 29. 7.12.1.5.5.5.5.2.1.2 Even positioned groups of 6 from 7.12.1.6.1.2.2.2.3: 60 9 200 90 9 90 60 200 200 80 1 9 40 5 9 60 9 100 100 60 100 1 90 10 9 7 1 70 60 80 5 9 80 60 200 60 Total: 2233 = 7 x 11 x 29. 7.12.1.5.5.5.5.2.1.2.1 Odd positioned groups of 24 from 7.12.1.6.1.2.3.2.1: 5 1 70 60 20 200 90 600 200 30 9 40 40 5 70 100 60 200 100 7 40 1 9 100 Total: 2057 = 11 x 11 x 17. SF: 39 = 3 x 13. 7.12.1.5.5.5.5.2.1.2.1.1 Even positioned groups of 24 from 7.12.1.6.1.2.3.2.1: 90 60 200 4 5 70 60 100 5 80 1 300 5 90 1 200 100 60 40 10 80 1 100 7 60 40 60 200 4 200 9 20 5 200 90 9 5 90 5 20 5 3 60 40 60 60 90 10 Total: 3014 = 2 x 11 x 137. 7.12.1.5.5.5.5.2.1.2.1.2 Odd positioned groups of 2 from 7.12.1.6.1.2.3.2.2: 60 4 60 200 5 90 4 7 400 60 1 9 400 80 100 60 40 60 9 40 90 60 60 1 100 1 60 200 9 70 20 1 40 90 3 3 Total: 2497 = 11 x 227. SF: 238 = 2 x 7 x 17. SF: 26 = 2 x 13. 7.12.1.5.5.5.5.2.1.2.2 Even positioned groups of 2 from 7.12.1.6.1.2.3.2.2: 60 30 40 100 60 200 600 9 40 10 5 40 9 90 8 60 40 70 9 7 200 90 9 600 200 80 10 1 9 90 2 600 70 60 60 40 Total: 3608 = 2 x 2 x 2 x 11 x 41. 7.12.1.5.5.5.5.2.2 Odd positioned groups of 24 from 7.12.1.6.1.2.3.2.4: 60 40 60 200 4 200 9 20 5 200 90 9 100 1 200 80 60 200 10 1 9 70 9 90 Total: 1727 = 11 x 157. SF: 168 = 2 x 2 x 2 x 3 x 7. 7.12.1.5.5.5.5.2.2.1 Even positioned groups of 24 from 7.12.1.6.1.2.3.2.4: 40 5 70 100 60 200 100 7 40 1 9 100 9 40 9 7 90 60 200 90 60 1 9 600 5 90 5 20 5 3 60 40 60 60 90 10 20 1 2 600 40 90 70 60 3 3 60 40 Total: 3344 = 2 x 2 x 2 x 2 x 11 x 19. 7.12.1.5.5.5.5.2.2.1.1 Odd positioned groups of 1 from 7.12.1.6.1.2.4.2.2: 600 90 90 80 200 30 1 60 90 5 100 60 9 1 600 100 100 4 1 10 5 5 70 200 60 600 90 9 4 200 600 8 90 60 90 100 Total: 4422 = 2 x 3 x 11 x 67. 7.12.1.5.5.5.5.2.2.1.2 Even positioned groups of 1 from 7.12.1.6.1.2.4.2.2: 5 90 1 9 60 40 1 100 40 40 90 5 60 1 5 200 9 10 10 9 60 90 80 60 60 10 200 5 200 600 7 100 9 9 600 40 Total: 2915 = 5 x 11 x 53. 7.12.1.5.5.5.5.2.2.1.3 Odd positioned groups of 6 from 7.12.1.6.1.2.4.2.2: 600 5 90 90 90 1 1 1 60 100 90 40 9 60 1 1 600 5 1 10 10 9 5 60 60 60 600 10 90 200 600 7 8 100 90 9 Total: 3773 = 7 x 7 x 7 x 11. 7.12.1.5.5.5.5.2.2.1.4 Even positioned groups of 6 from 7.12.1.6.1.2.4.2.2: 80 9 200 60 30 40 5 40 100 90 60 5 100 200 100 9 4 10 5 90 70 80 200 60 9 5 4 200 200 600 60 9 90 600 100 40 Total: 3564 = 2 x 2 x 3 x 3 x 3 x 3 x 11. 7.12.1.5.5.5.5.2.2.2 Odd positioned groups of 1 from 7.12.1.6.1.2.5.1.1: 9 60 40 40 4 80 60 20 60 5 100 7 80 80 400 2 2 1 600 100 40 1 100 90 1 5 20 60 4 1 8 5 7 200 5 90 Total: 2387 = 7 x 11 x 31. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.5.5.5.5.2.2.2.1 Even positioned groups of 1 from 7.12.1.6.1.2.5.1.1: 60 9 90 1 1 200 200 100 5 90 4 400 400 60 5 1 5 20 90 9 20 40 7 9 70 9 60 40 100 60 5 20 3 8 5 5 Total: 2211 = 3 x 11 x 67. 7.12.1.5.5.5.5.2.2.2.2 Odd positioned groups of 18 from 7.12.1.6.1.2.5.1.1: 5 90 100 4 7 400 80 400 80 60 400 5 2 1 2 5 1 20 60 40 4 100 1 60 8 5 5 20 7 3 200 8 5 5 90 5 Total: 2288 = 2 x 2 x 2 x 2 x 11 x 13. 7.12.1.5.5.5.5.3 Even positioned groups of 18 from 7.12.1.6.1.2.5.1.1: 9 60 60 9 40 90 40 1 4 1 80 200 60 200 20 100 60 5 600 90 100 9 40 20 1 40 100 7 90 9 1 70 5 9 20 60 Total: 2310 = 2 x 3 x 5 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.5.5.5.4 Last half of 36 from 7.12.1.6.1.2.5.1.5: 60 200 20 5 200 30 100 60 5 8 9 70 5 90 100 60 80 1 4 7 400 60 1 9 600 90 100 5 5 100 9 40 20 7 8 600 Total: 3168 = 2 x 2 x 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.5.5.5.6 First half of 36 from 7.12.1.6.1.2.5.1.5: 1 40 100 1 1 9 7 90 9 5 5 10 8 5 5 9 20 5 20 7 3 600 20 9 200 8 5 20 5 90 5 90 5 3 60 60 Total: 1540 = 2 x 2 x 5 x 7 x 11. 7.12.1.5.5.5.7 Odd positioned groups of 4 from 7.12.1.6.1.2.5.1.6: 9 60 60 200 90 20 10 1 100 1 1 80 80 400 80 5 5 9 40 4 90 600 5 1 1 70 5 200 60 40 90 60 5 200 100 1 Total: 2783 = 11 x 11 x 23. 7.12.1.5.5.5.7.1 Even positioned groups of 4 from 7.12.1.6.1.2.5.1.6: 70 5 9 40 40 1 4 600 200 80 5 90 10 4 60 400 2 1 2 2 20 200 200 30 1 200 9 20 60 40 4 200 60 200 9 70 Total: 2948 = 2 x 2 x 11 x 67. 7.12.1.5.5.5.7.2 Odd positioned groups of 4 from 7.12.1.6.1.2.5.1.7: 9 60 60 200 90 20 10 1 100 1 1 80 60 200 20 5 5 8 9 70 80 1 4 7 80 400 80 5 5 9 40 4 90 600 5 1 Total: 2420 = 2 x 2 x 5 x 11 x 11. 7.12.1.5.5.5.7.2.1 Even positioned groups of 4 from 7.12.1.6.1.2.5.1.7: 70 5 9 40 40 1 4 600 200 80 5 90 200 30 100 60 5 90 100 60 400 60 1 9 10 4 60 400 2 1 2 2 20 200 200 30 Total: 3190 = 2 x 5 x 11 x 29. 7.12.1.5.5.5.7.2.2 Odd positioned groups of 8 from 7.12.1.6.1.2.5.1.7: 9 60 60 200 70 5 9 40 100 1 1 80 200 80 5 90 5 8 9 70 5 90 100 60 80 400 80 5 10 4 60 400 90 600 5 1 20 200 200 30 Total: 3542 = 2 x 7 x 11 x 23. 7.12.1.5.5.5.7.2.2.1 Even positioned groups of 8 from 7.12.1.6.1.2.5.1.7: 90 20 10 1 40 1 4 600 60 200 20 5 200 30 100 60 80 1 4 7 400 60 1 9 5 9 40 4 2 1 2 2 Total: 2068 = 2 x 2 x 11 x 47. 7.12.1.5.5.5.7.2.2.2 Odd positioned groups of 24 from 7.12.1.6.1.2.5.1.7: 60 200 20 5 200 30 100 60 5 8 9 70 5 90 100 60 80 1 4 7 400 60 1 9 Total: 1584 = 2 x 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.5.5.5.7.3 Even positioned groups of 24 from 7.12.1.6.1.2.5.1.7: 9 60 60 200 70 5 9 40 90 20 10 1 40 1 4 600 100 1 1 80 200 80 5 90 80 400 80 5 10 4 60 400 5 9 40 4 2 1 2 2 90 600 5 1 20 200 200 30 Total: 4026 = 2 x 3 x 11 x 61. SF: 77 = 7 x 11. 7.12.1.5.5.5.7.3.1 Odd positioned groups of 24 from 7.12.1.6.1.2.5.1.8: 1 70 5 200 1 200 9 20 60 40 90 60 60 40 4 200 5 200 100 1 60 200 9 70 Total: 1705 = 5 x 11 x 31. 7.12.1.5.5.5.7.3.2 Even positioned groups of 24 from 7.12.1.6.1.2.5.1.8: 600 90 100 5 5 100 9 40 20 7 8 600 1 40 100 1 1 9 7 90 9 5 5 10 8 5 5 9 20 5 20 7 3 600 20 9 200 8 5 20 5 90 5 90 5 3 60 60 Total: 3124 = 2 x 2 x 11 x 71. 7.12.1.5.5.5.7.3.2.1 Last half of 36 from 7.12.1.6.1.2.5.1.8: 600 90 100 5 5 100 9 40 20 7 8 600 1 40 100 1 1 9 7 90 9 5 5 10 1 70 5 200 1 200 9 20 60 40 90 60 Total: 2618 = 2 x 7 x 11 x 17. 7.12.1.5.5.5.7.3.2.2 First half of 36 from 7.12.1.6.1.2.5.1.8: 60 40 4 200 5 200 100 1 60 200 9 70 8 5 5 9 20 5 20 7 3 600 20 9 200 8 5 20 5 90 5 90 5 3 60 60 Total: 2211 = 3 x 11 x 67. 7.12.1.5.5.5.7.3.2.2.1 Odd positioned groups of 1 from 7.12.1.6.1.2.8.1.2: 10 200 9 9 5 1 100 40 400 40 1 5 10 5 1 60 9 5 60 100 5 200 60 5 30 80 5 40 60 60 4 9 Total: 1628 = 2 x 2 x 11 x 37. SF: 52 = 2 x 2 x 13. 7.12.1.5.5.5.7.3.2.2.2 Even positioned groups of 1 from 7.12.1.6.1.2.8.1.2: 60 90 60 100 90 200 60 10 60 10 9 40 4 40 100 90 20 3 40 5 1 100 40 9 5 5 600 10 40 200 200 20 Total: 2321 = 11 x 211. 7.12.1.5.5.5.7.4 Odd positioned groups of 3 from 7.12.1.6.1.4.1.2.1: 60 90 10 90 9 5 200 60 10 100 40 80 7 1 90 90 200 9 4 5 5 40 60 5 100 5 40 200 60 60 100 40 80 40 70 3 Total: 2068 = 2 x 2 x 11 x 47. 7.12.1.5.5.5.7.5 Even positioned groups of 3 from 7.12.1.6.1.4.1.2.1: 1 70 20 200 5 60 1 100 5 1 100 60 9 200 1 100 9 60 600 10 8 100 90 1 7 60 40 2 100 80 10 9 80 8 600 4 9 5 90 Total: 2915 = 5 x 11 x 53. 7.12.1.5.5.5.7.5.1 Odd positioned groups of 1 from 7.12.1.6.1.4.1.2.2: 9 60 90 9 90 1 100 200 300 9 200 80 9 10 5 9 1 70 2 60 80 9 100 60 100 60 10 1 5 5 60 100 90 40 2 20 60 7 Total: 2123 = 11 x 193. 7.12.1.5.5.5.7.5.1.1 Even positioned groups of 1 from 7.12.1.6.1.4.1.2.2: 90 40 80 60 5 1 8 9 40 10 300 90 80 5 40 5 5 20 9 100 8 1 200 9 200 5 9 70 600 5 1 8 40 40 1 2 70 Total: 2266 = 2 x 11 x 103. 7.12.1.5.5.5.7.5.1.2 Odd positioned groups of 25 from 7.12.1.6.1.4.1.2.2: 9 90 60 40 90 80 9 60 90 5 1 1 100 8 200 9 300 40 9 10 200 300 80 90 9 60 5 10 9 1 70 5 600 5 5 60 1 100 8 90 40 40 40 2 1 20 2 60 70 7 Total: 3201 = 3 x 11 x 97. 7.12.1.5.5.5.7.5.1.2.1 Even positioned groups of 25 from 7.12.1.6.1.4.1.2.2: 80 10 5 5 40 9 5 1 5 70 20 2 9 60 100 80 8 9 1 100 200 60 9 100 200 Total: 1188 = 2 x 2 x 3 x 3 x 3 x 11. 7.12.1.5.5.5.7.5.1.2.2 Odd positioned groups of 14 from 7.12.1.6.1.4.1.4.2: 5 100 9 10 9 60 90 5 1 1 90 9 8 90 60 9 60 2 30 90 200 9 600 9 1 600 10 9 9 5 90 40 100 40 80 3 40 20 7 60 100 90 Total: 2860 = 2 x 2 x 5 x 11 x 13. 7.12.1.5.5.5.7.5.2 Even positioned groups of 14 from 7.12.1.6.1.4.1.4.2: 9 10 200 1 100 60 300 5 5 40 7 1 90 5 90 200 60 9 40 60 5 40 1 70 5 2 100 80 Total: 1595 = 5 x 11 x 29. 7.12.1.5.5.5.7.5.3 Last half of 35 from 7.12.1.6.1.4.1.4.2: 9 600 9 1 600 10 9 90 200 60 9 40 60 5 40 1 70 5 2 100 80 9 5 90 40 100 40 80 3 40 20 7 60 100 90 Total: 2684 = 2 x 2 x 11 x 61. 7.12.1.5.5.5.7.5.3.1 First half of 35 from 7.12.1.6.1.4.1.4.2: 5 100 9 10 9 60 90 5 1 1 90 9 8 90 9 10 200 1 100 60 300 5 5 40 7 1 90 5 60 9 60 2 30 90 200 Total: 1771 = 7 x 11 x 23. 7.12.1.5.5.5.7.5.3.1.1 Odd positioned groups of 5 from 7.12.1.6.1.4.3.1.2: 200 10 10 90 200 300 9 20 8 20 2 90 20 1 60 9 1 60 100 10 9 80 1 5 100 90 1 600 5 5 5 200 60 100 4 5 20 20 3 40 600 90 60 3 40 Total: 3366 = 2 x 3 x 3 x 11 x 17. 7.12.1.5.5.5.7.5.3.1.2 Even positioned groups of 5 from 7.12.1.6.1.4.3.1.2: 90 10 9 60 90 60 4 70 100 80 3 200 9 30 40 90 40 9 9 1 100 70 100 40 80 9 9 7 5 1 200 60 60 4 9 200 60 1 200 600 20 7 60 100 90 20 80 8 9 10 Total: 3223 = 11 x 293. 7.12.1.5.5.5.7.5.3.2 Odd positioned groups of 10 from 7.12.1.6.1.4.4.2.1: 9 60 90 100 60 200 1 30 70 60 5 90 100 9 8 1 200 60 200 100 9 100 60 200 2 7 3 200 40 7 8 5 60 200 100 60 40 5 9 9 60 600 90 4 80 1 30 20 1 2 Total: 3465 = 3 x 3 x 5 x 7 x 11. 7.12.1.5.5.5.7.5.3.2.1 Even positioned groups of 10 from 7.12.1.6.1.4.4.2.1: 5 40 100 60 9 90 10 1 90 60 2 1 80 1 2 2 40 1 200 100 8 600 100 60 80 9 90 1 40 100 90 5 1 40 5 2 60 7 5 3 Total: 2200 = 2 x 2 x 2 x 5 x 5 x 11. 7.12.1.5.5.5.7.5.3.2.2 Odd positioned groups of 30 from 7.12.1.6.1.4.4.2.1: 9 60 90 100 60 200 1 30 70 60 5 40 100 60 9 90 10 1 90 60 5 90 100 9 8 1 200 60 200 100 8 5 60 200 100 60 40 5 9 9 90 5 1 40 5 2 60 7 5 3 60 600 90 4 80 1 30 20 1 2 Total: 3520 = 2 x 2 x 2 x 2 x 2 x 2 x 5 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.5.5.7.5.3.2.2.1 Even positioned groups of 30 from 7.12.1.6.1.4.4.2.1: 2 1 80 1 2 2 40 1 200 100 9 100 60 200 2 7 3 200 40 7 8 600 100 60 80 9 90 1 40 100 Total: 2145 = 3 x 5 x 11 x 13. 7.12.1.5.5.5.7.5.3.2.2.2 Odd positioned groups of 9 from 7.12.1.6.1.4.4.2.2: 5 20 600 40 60 90 600 80 3 30 1 90 100 7 5 9 1 100 7 30 1 90 1 200 100 60 40 40 5 9 8 5 20 5 9 1 60 90 10 1 9 5 200 8 5 Total: 2860 = 2 x 2 x 5 x 11 x 13. 7.12.1.5.5.5.7.5.3.2.3 Even positioned groups of 9 from 7.12.1.6.1.4.4.2.2: 9 80 60 9 90 1 60 9 7 1 40 90 600 40 5 9 70 5 80 7 8 200 4 9 5 30 5 40 1 100 7 40 600 80 1 40 Total: 2442 = 2 x 3 x 11 x 37. 7.12.1.5.5.5.7.5.3.2.4 Last half of 38 from 7.12.1.6.1.4.4.2.3: 8 600 100 60 80 7 8 200 4 9 5 30 5 80 9 90 1 40 100 90 5 40 1 100 7 40 600 80 1 40 1 40 5 2 60 7 5 3 Total: 2563 = 11 x 233. 7.12.1.5.5.5.7.5.3.3 First half of 38 from 7.12.1.6.1.4.4.2.3: 5 40 100 60 9 90 10 1 9 80 60 9 90 1 60 9 7 90 60 2 1 80 1 2 2 1 40 90 600 40 5 9 70 5 40 1 200 100 Total: 2079 = 3 x 3 x 3 x 7 x 11. 7.12.1.5.5.5.7.5.3.4 Odd positioned groups of 1 from 7.12.1.8.1.1.1.1.1: 90 10 90 100 90 20 40 7 600 80 40 70 100 200 100 40 100 10 90 8 200 9 200 90 70 100 90 7 Total: 2651 = 11 x 241. SF: 252 = 2 x 2 x 3 x 3 x 7. 7.12.1.5.5.5.7.5.3.5 Even positioned groups of 1 from 7.12.1.8.1.1.1.1.1: 200 1 90 1 1 100 40 60 40 2 5 60 5 70 100 1 60 90 5 60 90 5 8 9 10 40 600 40 Total: 1793 = 11 x 163. 7.12.1.5.5.5.7.5.3.5.1 Odd positioned groups of 5 from 7.12.1.8.1.1.1.1.2: 100 10 40 10 40 30 5 1 1 5 60 5 9 40 60 100 4 7 70 300 5 5 60 60 40 Total: 1067 = 11 x 97. 7.12.1.5.5.5.7.5.3.5.2 Even positioned groups of 5 from 7.12.1.8.1.1.1.1.2: 20 600 200 70 200 80 200 1 5 40 600 9 30 100 70 1 60 90 200 40 9 60 1 60 60 7 7 60 40 600 Total: 3520 = 2 x 2 x 2 x 2 x 2 x 2 x 5 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.5.5.7.5.3.6 Odd positioned groups of 4 from 7.12.1.8.1.2.3.1.2: 90 7 9 100 60 9 100 60 90 9 80 1 20 5 20 5 5 1 3 5 200 90 1 9 Total: 979 = 11 x 89. 7.12.1.5.5.5.7.5.4 Even positioned groups of 4 from 7.12.1.8.1.2.3.1.2: 9 200 5 80 4 90 1 70 80 60 7 4 10 30 20 7 40 40 30 5 Total: 792 = 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.5.5.5.7.6 Odd positioned groups of 6 from 7.12.1.8.1.2.3.2.4: 60 200 90 10 90 70 60 40 60 200 5 9 1 9 100 5 5 2 200 60 10 1 9 90 Total: 1386 = 2 x 3 x 3 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.5.5.5.8 Even positioned groups of 6 from 7.12.1.8.1.2.3.2.4: 9 9 10 1 80 9 70 1 40 20 40 400 40 10 40 60 100 5 600 90 60 400 90 5 Total: 2189 = 11 x 199. SF: 210 = 2 x 3 x 5 x 7. 7.12.1.5.5.5.8.1 Odd positioned groups of 1 from 7.12.1.8.1.3.2.2.2: 60 90 1 90 5 70 40 200 90 200 80 7 5 9 9 60 8 7 5 200 10 5 60 80 9 1 70 200 10 7 90 70 Total: 1848 = 2 x 2 x 2 x 3 x 7 x 11. 7.12.1.5.5.5.8.2 Even positioned groups of 1 from 7.12.1.8.1.3.2.2.2: 9 10 9 1 9 200 100 100 60 40 7 40 5 60 400 100 80 8 1 90 1 40 7 60 60 9 2 100 100 1 90 5 Total: 1804 = 2 x 2 x 11 x 41. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.5.5.6 Odd positioned groups of 2 from 7.12.1.8.1.3.2.3.1: 40 60 7 60 90 200 100 600 10 1 5 9 200 90 60 40 40 7 20 7 90 100 4 40 1 20 40 60 100 8 9 600 1 90 3 70 Total: 2882 = 2 x 11 x 131. 7.12.1.5.5.6.1 Even positioned groups of 2 from 7.12.1.8.1.3.2.3.1: 200 8 40 60 90 9 100 90 40 70 10 30 1 100 30 60 40 5 70 40 60 40 30 60 60 5 10 1 9 1 90 70 7 40 5 80 Total: 1661 = 11 x 151. 7.12.1.5.5.6.2 Odd positioned groups of 24 from 7.12.1.8.1.3.2.3.2: 200 90 9 9 400 60 100 60 100 40 20 5 80 600 8 80 7 8 200 4 9 5 90 60 Total: 2244 = 2 x 2 x 3 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.5.5.6.3 Even positioned groups of 24 from 7.12.1.8.1.3.2.3.2: 200 90 10 90 1 70 100 60 40 5 9 70 200 40 100 7 90 10 200 5 3 1 40 60 1 20 200 80 9 90 1 9 70 2 200 100 90 1 200 600 40 7 20 9 20 100 5 90 Total: 3465 = 3 x 3 x 5 x 7 x 11. 7.12.1.5.5.6.4 Odd positioned groups of 2 from 7.12.1.8.1.3.2.4.2: 5 10 20 600 9 9 70 5 8 20 9 60 40 80 1 100 60 40 100 60 9 90 1 100 30 5 60 40 40 40 1 90 90 5 30 20 Total: 1957 = 19 x 103. 7.12.1.5.6 Even positioned groups of 2 from 7.12.1.8.1.3.2.4.2: 5 5 3 60 1 100 90 40 1 80 200 10 7 40 5 40 1 200 200 80 90 10 1 90 80 100 6 60 5 9 90 7 5 5 9 70 Total: 1805 = 5 x 19 x 19. 7.12.1.5.6.1 Odd positioned groups of 3 from 7.12.1.8.1.3.2.4.2: 5 10 5 3 60 9 70 5 90 1 80 9 40 80 7 5 40 60 100 60 200 90 10 1 30 5 80 6 60 40 1 90 90 5 5 30 Total: 1482 = 2 x 3 x 13 x 19. 7.12.1.5.6.2 Even positioned groups of 3 from 7.12.1.8.1.3.2.4.2: 5 20 600 9 1 100 40 8 20 60 200 10 40 1 100 40 1 200 80 9 90 100 1 90 100 60 40 40 5 9 7 90 5 20 9 70 Total: 2280 = 2 x 2 x 2 x 3 x 5 x 19. 7.12.1.5.6.3 Odd positioned groups of 9 from 7.12.1.8.1.3.2.4.2: 9 1 100 70 5 90 40 8 20 40 1 100 5 40 60 40 1 200 100 1 90 30 5 80 100 60 40 7 90 5 5 5 30 20 9 70 Total: 1577 = 19 x 83. 7.12.1.5.6.3.1 Even positioned groups of 9 from 7.12.1.8.1.3.2.4.2: 5 10 5 5 20 600 3 60 9 1 80 9 60 200 10 40 80 7 100 60 200 80 9 90 90 10 1 6 60 40 40 5 9 1 90 90 Total: 2185 = 5 x 19 x 23. 7.12.1.5.6.3.2 Odd positioned groups of 3 from 7.12.1.8.1.3.2.4.3: 60 9 7 20 600 60 5 60 200 8 20 80 90 60 200 1 100 40 5 80 9 9 90 10 1 20 1 60 40 60 10 100 7 90 5 5 Total: 2222 = 2 x 11 x 101. 7.12.1.5.6.3.2.1 Even positioned groups of 3 from 7.12.1.8.1.3.2.4.3: 5 20 5 9 9 90 70 60 40 9 60 9 40 60 40 60 5 40 100 40 80 1 7 80 30 90 100 40 30 5 1 40 7 30 5 3 Total: 1320 = 2 x 2 x 2 x 3 x 5 x 11. 7.12.1.5.6.3.2.2 Odd positioned groups of 1 from 7.12.1.8.1.3.2.4.4: 10 9 9 3 1 1 5 200 90 9 100 200 80 5 20 4 600 1 60 20 5 200 60 1 5 60 1 60 100 5 90 100 7 60 10 9 Total: 2200 = 2 x 2 x 2 x 5 x 5 x 11. 7.12.1.5.6.3.2.2.1 Even positioned groups of 1 from 7.12.1.8.1.3.2.4.4: 5 90 90 3 9 100 90 100 60 1 60 10 7 9 600 5 40 200 200 60 1 90 100 90 80 40 9 6 40 9 90 7 90 5 20 70 Total: 2486 = 2 x 11 x 113. SF: 126 = 2 x 3 x 3 x 7. 7.12.1.5.6.3.2.2.1.1 Odd positioned groups of 6 from 7.12.1.8.1.3.2.5.1: 40 60 200 40 60 90 9 1 100 5 9 70 200 90 9 90 60 200 20 7 70 60 40 4 100 1 90 5 90 60 90 1 200 10 100 7 Total: 2288 = 2 x 2 x 2 x 2 x 11 x 13. 7.12.1.5.6.3.2.2.1.2 Even positioned groups of 6 from 7.12.1.8.1.3.2.5.1: 5 10 5 200 90 10 7 90 10 200 100 60 100 60 40 7 40 5 100 60 200 80 600 8 80 9 90 60 40 90 70 1 90 70 5 80 Total: 2772 = 2 x 2 x 3 x 3 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.2.2.1.3 Odd positioned groups of 9 from 7.12.1.8.1.3.2.5.1: 200 90 10 9 1 100 5 9 70 90 60 200 100 60 40 7 40 5 80 600 8 100 1 90 5 90 60 10 100 7 70 1 90 70 5 80 Total: 2563 = 11 x 233. 7.12.1.5.6.3.2.2.1.3.1 Even positioned groups of 9 from 7.12.1.8.1.3.2.5.1: 40 60 200 40 60 90 5 10 5 7 90 10 200 100 60 200 90 9 20 7 70 60 40 4 100 60 200 80 9 90 60 40 90 90 1 200 Total: 2497 = 11 x 227. SF: 238 = 2 x 7 x 17. SF: 26 = 2 x 13. 7.12.1.5.6.3.2.2.1.3.2 Last half of 36 from 7.12.1.8.1.3.2.5.2: 8 7 60 60 9 7 9 90 20 90 1 70 5 60 200 200 40 100 70 5 90 40 8 20 60 200 10 40 80 7 30 60 40 5 9 60 Total: 1870 = 2 x 5 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.5.6.3.2.2.1.4 First half of 36 from 7.12.1.8.1.3.2.5.2: 40 90 100 5 80 9 20 60 40 80 7 8 1 20 1 1 20 200 30 5 80 100 60 40 40 5 9 1 90 90 7 40 3 100 7 40 Total: 1529 = 11 x 139. 7.12.1.5.6.3.2.2.1.5 Odd positioned groups of 3 from 7.12.1.8.1.3.2.6.1: 100 40 20 200 9 600 40 5 10 1 9 9 40 100 600 40 5 40 200 9 9 40 60 20 10 100 9 6 40 5 7 5 90 100 90 5 Total: 2673 = 3 x 3 x 3 x 3 x 3 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.2.2.1.5.1 Even positioned groups of 3 from 7.12.1.8.1.3.2.6.1: 9 3 60 90 1 90 200 1 60 200 3 40 9 60 60 5 600 1 5 200 10 5 60 80 9 90 9 1 70 200 600 7 9 5 10 9 Total: 2871 = 3 x 3 x 11 x 29. 7.12.1.5.6.3.2.2.1.5.2 Odd positioned groups of 1 from 7.12.1.8.1.3.5.2.1: 200 200 60 80 1 9 1 200 40 9 1 5 10 60 40 20 60 5 80 600 90 9 200 100 60 60 90 400 5 Total: 2695 = 5 x 7 x 7 x 11. 7.12.1.5.6.3.2.2.1.6 Even positioned groups of 1 from 7.12.1.8.1.3.5.2.1: 1 1 9 1 9 1 90 3 5 60 9 200 9 100 60 7 10 60 200 60 60 90 10 9 90 9 9 5 Total: 1177 = 11 x 107. 7.12.1.5.6.3.2.2.1.6.1 Odd positioned groups of 5 from 7.12.1.8.1.3.6.1.1: 5 10 5 9 90 3 3 60 9 100 60 200 200 40 100 9 9 90 40 20 5 60 40 4 5 4 9 80 9 90 1 70 60 10 100 40 7 90 5 7 3 10 20 9 70 Total: 1870 = 2 x 5 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.5.6.3.2.2.1.6.2 Even positioned groups of 5 from 7.12.1.8.1.3.6.1.1: 60 9 600 80 3 1 9 1 9 90 90 9 1 100 5 60 40 8 5 20 60 200 10 20 7 1 80 600 8 200 90 100 600 40 1 5 40 40 40 1 9 40 1 100 5 Total: 3498 = 2 x 3 x 11 x 53. 7.12.1.5.6.3.2.2.2 Odd positioned groups of 30 from 7.12.1.8.1.3.6.1.1: 60 9 600 80 3 5 10 5 9 90 1 9 1 9 90 3 3 60 9 100 90 9 1 100 5 60 200 200 40 100 90 100 600 40 1 1 70 60 10 100 5 40 40 40 1 40 7 90 5 7 9 40 1 100 5 3 10 20 9 70 Total: 3575 = 5 x 5 x 11 x 13. 7.12.1.5.6.3.2.2.2.1 Even positioned groups of 30 from 7.12.1.8.1.3.6.1.1: 60 40 8 5 20 9 9 90 40 20 60 200 10 20 7 5 60 40 4 5 1 80 600 8 200 4 9 80 9 90 Total: 1793 = 11 x 163. 7.12.1.5.6.3.2.2.2.2 Odd positioned groups of 16 from 7.12.1.8.5.2.2.1.4: 9 60 90 100 9 100 80 3 60 70 60 20 100 60 200 90 10 1 60 80 100 7 40 5 8 600 100 60 80 7 1 40 100 600 600 100 5 40 1 100 7 90 5 3 1 20 7 20 Total: 4009 = 19 x 211. 7.12.1.5.6.3.2.2.2.2.1 Even positioned groups of 16 from 7.12.1.8.5.2.2.1.4: 5 100 200 90 40 100 60 9 100 1 90 70 1 9 60 200 100 100 60 40 20 60 40 10 20 7 300 1 80 600 1 200 Total: 2774 = 2 x 19 x 73. 7.12.1.5.6.3.2.2.2.2.2 Odd positioned groups of 6 from 7.12.1.8.6.2.3.1.1: 20 7 9 60 80 100 1 9 60 60 5 400 5 200 90 10 50 90 7 5 60 30 5 5 Total: 1368 = 2 x 2 x 2 x 3 x 3 x 19. 7.12.1.5.6.3.2.2.3 Even positioned groups of 6 from 7.12.1.8.6.2.3.1.1: 100 4 100 90 90 80 1 400 30 5 40 200 60 70 40 80 100 90 200 1 9 1 5 5 90 600 1 8 3 5 Total: 2508 = 2 x 2 x 3 x 11 x 19. 7.12.1.5.6.3.2.2.3.1 Odd positioned groups of 3 from 7.12.1.8.6.2.3.1.4: 5 9 40 1 60 9 60 60 5 60 5 70 60 5 1 1 60 5 200 5 40 1 1 1 1 5 9 Total: 779 = 19 x 41. 7.12.1.5.6.3.2.2.3.2 Even positioned groups of 3 from 7.12.1.8.6.2.3.1.4: 5 30 60 40 200 1 200 60 90 60 400 200 2 40 40 7 90 5 30 1 5 90 40 600 8 30 3 Total: 2337 = 3 x 19 x 41. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.5.6.3.2.2.3.2.1 Odd positioned groups of 6 from 7.12.1.8.6.2.4.1.2: 20 600 40 60 200 90 60 40 2 1 80 1 4 200 60 60 90 100 200 100 60 80 60 300 Total: 2508 = 2 x 2 x 3 x 11 x 19. 7.12.1.5.6.3.2.2.3.2.2 Even positioned groups of 6 from 7.12.1.8.6.2.4.1.2: 60 200 1 30 70 5 10 1 9 9 1 8 2 2 1 100 600 40 100 5 90 4 5 1 7 100 60 100 600 40 Total: 2261 = 7 x 17 x 19. 7.12.1.5.6.3.2.2.4 Odd positioned groups of 24 from 7.12.1.8.6.2.4.1.3: 9 1 8 7 90 5 60 9 60 200 40 100 100 5 90 4 5 1 200 100 60 20 20 60 Total: 1254 = 2 x 3 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.5.6.3.3 Even positioned groups of 24 from 7.12.1.8.6.2.4.1.3: 60 200 1 30 70 5 20 600 40 5 9 90 20 5 3 60 200 90 60 200 90 10 1 9 40 100 5 90 10 20 80 60 300 7 100 60 100 600 40 10 1 9 40 100 80 9 90 9 Total: 3838 = 2 x 19 x 101. 7.12.1.5.6.3.3.1 Odd positioned groups of 4 from 7.12.1.8.6.2.4.1.4: 60 40 2 1 1 8 5 9 7 3 100 600 60 90 100 60 200 9 8 5 Total: 1368 = 2 x 2 x 2 x 3 x 3 x 19. 7.12.1.5.6.3.3.1.1 Even positioned groups of 4 from 7.12.1.8.6.2.4.1.4: 80 1 2 2 90 4 5 60 40 4 200 60 200 4 100 60 Total: 912 = 2 x 2 x 2 x 2 x 3 x 19. 7.12.1.5.6.3.3.1.1.1 Last half of 18 from 7.12.1.8.6.2.4.1.4: 60 40 2 1 80 1 2 2 1 8 5 9 90 4 5 60 7 3 Total: 380 = 2 x 2 x 5 x 19. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.3.1.1.2 First half of 18 from 7.12.1.8.6.2.4.1.4: 100 600 40 4 200 60 60 90 100 60 200 4 100 60 200 9 8 5 Total: 1900 = 2 x 2 x 5 x 5 x 19. 7.12.1.5.6.3.3.1.1.2.1 Odd positioned groups of 1 from 7.12.1.9.1.1.4.1.1: 5 40 60 10 5 60 90 9 5 9 600 90 60 60 5 5 5 9 200 1 100 200 Total: 1628 = 2 x 2 x 11 x 37. SF: 52 = 2 x 2 x 13. 7.12.1.5.6.3.3.1.1.2.2 Even positioned groups of 1 from 7.12.1.9.1.1.4.1.1: 5 5 200 1 200 40 5 90 80 90 100 5 30 9 20 3 200 70 40 200 1 80 Total: 1474 = 2 x 11 x 67. 7.12.1.5.6.3.3.1.2 Odd positioned groups of 1 from 7.12.1.9.1.1.6.4.2: 9 100 5 5 1 1 60 1 100 100 40 3 1 5 5 60 1 20 100 200 60 10 9 80 100 8 60 Total: 1144 = 2 x 2 x 2 x 11 x 13. 7.12.1.5.6.3.3.1.3 Even positioned groups of 1 from 7.12.1.9.1.1.6.4.2: 60 5 40 70 3 3 40 200 60 60 7 3 80 20 3 40 20 60 1 80 200 1 1 60 9 5 200 Total: 1331 = 11 x 11 x 11. 7.12.1.5.6.3.3.1.3.1 Odd positioned groups of 18 from 7.12.1.9.1.1.6.4.2: 9 60 100 5 5 40 5 70 1 3 1 3 60 40 1 200 100 60 100 1 200 80 60 200 10 1 9 1 80 60 100 9 8 5 60 200 Total: 1947 = 3 x 11 x 59. 7.12.1.5.6.3.3.1.3.1.1 Even positioned groups of 18 from 7.12.1.9.1.1.6.4.2: 100 60 40 7 3 3 1 80 5 20 5 3 60 40 1 20 20 60 Total: 528 = 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.5.6.3.3.1.3.1.2 Odd positioned groups of 1 from 7.12.1.9.2.1.1.1.1: 1 7 40 90 1 200 90 400 80 1 100 30 5 90 50 3 5 40 10 100 9 70 40 9 200 40 5 Total: 1716 = 2 x 2 x 3 x 11 x 13. 7.12.1.5.6.3.3.1.3.2 Even positioned groups of 1 from 7.12.1.9.2.1.1.1.1: 100 100 3 70 1 90 600 7 90 100 80 80 90 40 100 60 7 2 40 5 6 100 60 5 30 4 Total: 1870 = 2 x 5 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.5.6.3.3.1.3.2.1 Odd positioned groups of 1 from 7.12.1.9.2.1.1.1.3: 20 5 3 70 90 90 5 40 90 80 9 80 9 5 100 100 1 2 70 9 6 80 7 5 9 60 Total: 1045 = 5 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.5.6.3.3.1.3.2.2 Even positioned groups of 1 from 7.12.1.9.2.1.1.1.3: 7 50 70 1 50 200 400 200 5 100 9 1 90 1 1 5 70 80 100 5 200 40 3 10 40 Total: 1738 = 2 x 11 x 79. 7.12.1.5.6.3.3.1.3.3 Odd positioned groups of 3 from 7.12.1.9.2.1.1.1.3: 50 3 70 50 90 200 200 90 5 9 80 1 1 100 1 70 2 80 5 6 200 3 5 10 Total: 1331 = 11 x 11 x 11. 7.12.1.5.6.3.3.1.3.3.1 Even positioned groups of 3 from 7.12.1.9.2.1.1.1.3: 20 7 5 70 1 90 5 400 40 80 100 9 9 90 5 100 5 1 70 100 9 80 40 7 9 40 60 Total: 1452 = 2 x 2 x 3 x 11 x 11. 7.12.1.5.6.3.3.1.3.3.1.1 Odd positioned groups of 2 from 7.12.1.9.2.1.1.1.4: 1 5 100 40 70 1 90 100 90 80 100 80 5 60 5 50 60 7 10 2 100 9 100 60 200 90 9 5 Total: 1529 = 11 x 139. 7.12.1.5.6.3.3.1.3.3.1.2 Even positioned groups of 2 from 7.12.1.9.2.1.1.1.4: 100 100 90 5 50 200 600 7 1 40 10 30 90 40 3 5 1 40 40 5 70 5 9 9 30 4 Total: 1584 = 2 x 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.5.6.3.3.1.3.3.1.2.1 Odd positioned groups of 18 from 7.12.1.9.2.1.1.1.4: 1 5 100 100 100 40 90 5 70 1 50 200 90 100 600 7 90 80 10 2 40 5 100 9 70 5 100 60 9 9 200 90 30 4 9 5 Total: 2486 = 2 x 11 x 113. SF: 126 = 2 x 3 x 3 x 7. 7.12.1.5.6.3.3.1.3.3.1.2.2 Even positioned groups of 18 from 7.12.1.9.2.1.1.1.4: 1 40 100 80 10 30 5 60 90 40 5 50 3 5 60 7 1 40 Total: 627 = 3 x 11 x 19. 7.12.1.5.6.3.3.1.3.3.1.2.3 Last half of 27 from 7.12.1.9.2.1.1.1.4: 40 5 50 3 5 60 7 1 40 10 2 40 5 100 9 70 5 100 60 9 9 200 90 30 4 9 5 Total: 968 = 2 x 2 x 2 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.3.1.3.3.1.2.4 First half of 27 from 7.12.1.9.2.1.1.1.4: 1 5 100 100 100 40 90 5 70 1 50 200 90 100 600 7 90 80 1 40 100 80 10 30 5 60 90 Total: 2145 = 3 x 5 x 11 x 13. 7.12.1.5.6.3.3.1.3.3.2 Odd positioned groups of 4 from 7.12.1.9.2.4.2.1.2: 60 100 40 5 200 60 9 100 40 5 60 60 10 300 20 90 90 60 10 600 5 60 600 90 2 9 5 60 Total: 2750 = 2 x 5 x 5 x 5 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.3.1.3.3.2.1 Even positioned groups of 4 from 7.12.1.9.2.4.2.1.2: 9 600 1 90 40 5 40 70 1 7 60 40 10 90 40 80 200 1 100 200 40 600 7 90 9 20 1 90 Total: 2541 = 3 x 7 x 11 x 11. 7.12.1.5.6.3.3.1.3.3.2.2 Odd positioned groups of 5 from 7.12.1.9.3.2.3.1.1: 80 40 5 60 200 200 70 3 200 60 2 20 80 10 8 200 40 200 5 5 4 9 90 40 30 60 20 9 5 60 Total: 1815 = 3 x 5 x 11 x 11. 7.12.1.5.6.3.3.1.3.3.3 Even positioned groups of 5 from 7.12.1.9.3.2.3.1.1: 9 100 7 5 70 1 100 80 90 100 60 100 1 90 200 60 5 20 90 40 20 200 5 5 60 20 3 7 100 200 Total: 1848 = 2 x 2 x 2 x 3 x 7 x 11. 7.12.1.5.6.3.3.1.3.3.3.1 Odd positioned groups of 6 from 7.12.1.9.3.2.3.1.1: 40 5 60 200 1 100 200 60 60 100 1 90 60 5 20 90 40 200 5 5 60 4 9 90 200 60 20 9 5 60 Total: 1859 = 11 x 13 x 13. 7.12.1.5.6.3.3.1.3.3.3.1.1 Even positioned groups of 6 from 7.12.1.9.3.2.3.1.1: 9 100 7 5 70 80 80 90 100 200 70 3 200 2 20 80 10 8 40 200 5 5 20 200 40 30 20 3 7 100 Total: 1804 = 2 x 2 x 11 x 41. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.5.6.3.3.1.3.3.3.1.2 Odd positioned groups of 4 from 7.12.1.9.3.2.3.3.1: 9 600 100 1 40 60 70 5 1 9 1 70 60 60 200 5 5 40 60 90 3 60 40 1 60 9 300 600 200 100 60 40 Total: 2959 = 11 x 269. SF: 280 = 2 x 2 x 2 x 5 x 7. 7.12.1.5.6.3.3.1.3.3.3.2 Even positioned groups of 4 from 7.12.1.9.3.2.3.3.1: 9 5 30 60 100 7 90 10 40 1 200 100 2 1 60 30 300 7 30 60 20 90 5 40 40 7 30 1 Total: 1375 = 5 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.1.3.3.3.2.1 Odd positioned groups of 1 from 7.12.1.9.3.2.3.3.2: 100 200 3 3 40 1 100 90 3 3 90 60 30 60 10 9 2 1 40 20 20 200 5 90 200 100 6 40 9 5 Total: 1540 = 2 x 2 x 5 x 7 x 11. 7.12.1.5.6.3.3.1.3.3.3.2.2 Even positioned groups of 1 from 7.12.1.9.3.2.3.3.2: 60 7 9 60 200 40 5 7 1 60 30 40 20 40 20 5 20 600 5 5 60 90 7 60 90 9 5 60 4 20 Total: 1639 = 11 x 149. 7.12.1.5.6.3.3.1.3.3.4 Odd positioned groups of 2 from 7.12.1.9.3.2.3.4.2: 1 2 100 5 90 8 40 5 100 60 9 7 8 7 40 60 9 40 5 40 200 100 1 20 9 7 9 70 1 300 Total: 1353 = 3 x 11 x 41. 7.12.1.5.6.3.3.1.3.4 Even positioned groups of 2 from 7.12.1.9.3.2.3.4.2: 60 40 80 60 5 40 9 90 90 1 80 60 30 5 40 10 60 200 5 1 5 3 7 20 20 60 60 40 5 90 Total: 1276 = 2 x 2 x 11 x 29. 7.12.1.5.6.3.3.1.4 Odd positioned groups of 6 from 7.12.1.9.3.2.3.4.2: 80 60 90 8 5 40 90 1 9 7 80 60 40 10 9 40 60 200 5 3 1 20 7 20 60 40 1 300 5 90 Total: 1441 = 11 x 131. 7.12.1.5.6.3.3.1.5 Even positioned groups of 6 from 7.12.1.9.3.2.3.4.2: 1 2 60 40 100 5 40 5 9 90 100 60 8 7 30 5 40 60 5 40 5 1 200 100 9 7 20 60 9 70 Total: 1188 = 2 x 2 x 3 x 3 x 3 x 11. 7.12.1.5.6.3.3.1.5.1 Last half of 21 from 7.12.1.9.3.2.4.1.3: 400 9 5 80 5 9 90 100 60 10 1 9 5 30 60 200 9 40 1 100 9 Total: 1232 = 2 x 2 x 2 x 2 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.1.5.2 First half of 21 from 7.12.1.9.3.2.4.1.3: 1 30 200 4 40 60 90 60 200 10 7 8 5 20 100 60 200 100 7 40 1 Total: 1243 = 11 x 113. 7.12.1.5.6.3.3.1.5.2.1 Odd positioned groups of 6 from 7.12.1.9.3.2.4.3.1: 40 5 70 1 60 20 9 5 10 4 1 40 100 60 40 100 1 30 70 1 9 6 70 5 200 9 60 90 200 100 5 5 3 10 9 70 Total: 1518 = 2 x 3 x 11 x 23. SF: 39 = 3 x 13. 7.12.1.5.6.3.3.1.5.2.2 Even positioned groups of 6 from 7.12.1.9.3.2.4.3.1: 7 40 70 5 9 80 1 200 5 4 200 90 200 4 200 10 7 8 3 1 8 5 60 200 60 10 60 200 9 40 5 90 90 4 5 100 Total: 2090 = 2 x 5 x 11 x 19. 7.12.1.5.6.3.3.1.5.2.2.1 Odd positioned groups of 18 from 7.12.1.9.3.2.4.3.1: 1 200 5 4 200 90 100 60 40 100 1 30 200 4 200 10 7 8 60 10 60 200 9 40 5 5 3 10 9 70 5 90 90 4 5 100 Total: 2035 = 5 x 11 x 37. 7.12.1.5.6.3.3.1.5.2.2.2 Even positioned groups of 18 from 7.12.1.9.3.2.4.3.1: 40 5 70 1 60 20 7 40 70 5 9 80 9 5 10 4 1 40 70 1 9 6 70 5 3 1 8 5 60 200 200 9 60 90 200 100 Total: 1573 = 11 x 11 x 13. SF: 35 = 5 x 7. 7.12.1.5.6.3.3.1.5.3 Odd positioned groups of 4 from 7.12.1.9.3.2.4.3.2: 200 100 60 40 1 40 10 1 100 600 5 50 7 40 400 20 5 20 5 30 80 60 100 9 100 60 4 1 1 100 9 30 100 9 40 5 Total: 2442 = 2 x 3 x 11 x 37. 7.12.1.5.6.3.3.1.5.3.1 Even positioned groups of 4 from 7.12.1.9.3.2.4.3.2: 100 7 40 90 200 90 9 50 1 40 1 200 40 60 90 60 60 40 100 5 5 9 30 9 1 9 5 30 1 100 5 20 Total: 1507 = 11 x 137. 7.12.1.5.6.3.3.1.5.3.2 Odd positioned groups of 12 from 7.12.1.9.3.3.1.1.3: 9 3 60 40 7 90 1 40 5 50 5 4 7 30 60 200 60 40 10 9 5 30 70 1 Total: 836 = 2 x 2 x 11 x 19. 7.12.1.5.6.3.3.1.5.4 Even positioned groups of 12 from 7.12.1.9.3.3.1.1.3: 1 200 100 60 80 9 90 1 1 9 30 1 100 5 90 30 5 90 1 200 1 2 1 400 Total: 1507 = 11 x 137. 7.12.1.5.6.3.3.1.5.4.1 Odd positioned groups of 6 from 7.12.1.9.3.3.1.1.4: 200 70 5 100 100 5 40 100 7 40 40 100 40 1 200 100 60 9 5 100 1 100 100 600 Total: 2123 = 11 x 193. 7.12.1.5.6.3.3.1.5.4.1.1 Even positioned groups of 6 from 7.12.1.9.3.3.1.1.4: 90 5 200 90 1 40 60 100 100 9 1 1 600 90 9 6 60 40 600 40 8 1 40 9 Total: 2200 = 2 x 2 x 2 x 5 x 5 x 11. 7.12.1.5.6.3.3.1.5.4.1.1.1 Odd positioned groups of 2 from 7.12.1.9.3.3.1.2.2: 30 70 90 8 9 50 1 200 40 100 4 5 100 60 9 5 200 100 200 40 100 60 10 5 Total: 1496 = 2 x 2 x 2 x 11 x 17. 7.12.1.5.6.3.3.1.5.4.1.1.2 Even positioned groups of 2 from 7.12.1.9.3.3.1.2.2: 80 60 5 40 1 40 100 600 5 90 1 200 40 4 30 5 60 200 1 200 40 5 9 10 Total: 1826 = 2 x 11 x 83. 7.12.1.5.6.3.3.1.5.4.1.2 Odd positioned groups of 1 from 7.12.1.9.3.3.2.2.1: 9 70 100 60 40 3 70 60 7 50 200 10 1 1 5 5 1 5 5 5 90 5 5 200 60 40 1 40 200 5 Total: 1353 = 3 x 11 x 41. 7.12.1.5.6.3.3.1.5.4.2 Even positioned groups of 1 from 7.12.1.9.3.3.2.2.1: 90 80 600 40 7 60 1 40 40 9 100 1 30 10 40 70 70 200 40 2 300 90 40 100 200 80 90 200 100 9 Total: 2739 = 3 x 11 x 83. 7.12.1.5.6.3.3.1.5.5 Odd positioned groups of 6 from 7.12.1.9.3.3.2.2.1: 60 40 40 7 3 60 50 9 200 100 10 1 5 70 1 70 5 200 5 90 5 40 200 100 40 200 200 100 5 9 Total: 1925 = 5 x 5 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.3.1.5.6 Even positioned groups of 6 from 7.12.1.9.3.3.2.2.1: 9 90 70 80 100 600 70 1 60 40 7 40 1 30 1 10 5 40 5 40 5 2 90 300 60 200 40 80 1 90 Total: 2167 = 11 x 197. SF: 208 = 2 x 2 x 2 x 2 x 13. SF: 21 = 3 x 7. 7.12.1.5.6.3.3.1.6 Odd positioned groups of 5 from 7.12.1.9.3.3.2.2.2: 1 600 90 8 60 40 3 60 5 70 100 10 5 20 7 100 60 200 1 100 30 70 60 6 5 60 60 9 5 3 Total: 1848 = 2 x 2 x 2 x 3 x 7 x 11. 7.12.1.5.6.3.3.2 Even positioned groups of 5 from 7.12.1.9.3.3.2.2.2: 60 40 90 100 100 5 90 90 100 60 7 10 5 70 600 60 10 60 9 90 5 5 90 10 1 200 100 60 9 20 Total: 2156 = 2 x 2 x 7 x 7 x 11. 7.12.1.5.6.3.3.2.1 Odd positioned groups of 1 from 7.12.1.9.3.3.2.3.2: 40 9 100 70 90 40 3 3 60 7 40 5 5 90 1 5 5 7 7 10 4 40 200 1 60 5 200 60 5 60 Total: 1232 = 2 x 2 x 2 x 2 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.2.1.1 Even positioned groups of 1 from 7.12.1.9.3.3.2.3.2: 5 90 60 80 200 7 1 60 20 40 100 90 9 100 9 70 8 10 90 5 200 80 90 90 40 9 100 10 30 200 Total: 1903 = 11 x 173. 7.12.1.5.6.3.3.2.1.1.1 Odd positioned groups of 2 from 7.12.1.9.3.3.2.3.2: 40 5 100 60 90 200 3 1 60 20 40 100 5 9 1 9 5 8 7 90 4 200 200 90 60 40 200 100 5 30 Total: 1782 = 2 x 3 x 3 x 3 x 3 x 11. 7.12.1.5.6.3.3.2.1.1.2 Even positioned groups of 2 from 7.12.1.9.3.3.2.3.2: 9 90 70 80 40 7 3 60 7 40 5 90 90 100 5 70 7 10 10 5 40 80 1 90 5 9 60 10 60 200 Total: 1353 = 3 x 11 x 41. 7.12.1.5.6.3.3.2.1.1.2.1 Odd positioned groups of 15 from 7.12.1.9.3.3.2.3.2: 40 5 9 90 100 60 70 80 90 200 40 7 3 1 3 5 70 5 8 7 10 7 90 10 5 4 200 40 80 200 Total: 1539 = 3 x 3 x 3 x 3 x 19. 7.12.1.5.6.3.3.2.1.1.2.2 Even positioned groups of 15 from 7.12.1.9.3.3.2.3.2: 60 60 20 7 40 40 100 5 90 5 9 90 100 1 9 90 1 90 60 40 5 9 200 100 60 10 5 30 60 200 Total: 1596 = 2 x 2 x 3 x 7 x 19. 7.12.1.5.6.3.3.2.1.2 Odd positioned groups of 3 from 7.12.1.9.3.3.2.4.1: 1 9 100 70 1 1 1 9 5 600 90 60 1 40 5 5 70 60 5 1 200 40 200 1 9 30 5 6 5 9 Total: 1639 = 11 x 149. 7.12.1.5.6.3.3.2.2 Even positioned groups of 3 from 7.12.1.9.3.3.2.4.1: 600 40 5 1 200 100 40 200 80 70 60 40 70 9 4 9 5 2 100 8 600 9 60 9 5 100 9 70 60 9 Total: 2574 = 2 x 3 x 3 x 11 x 13. 7.12.1.5.6.3.3.2.2.1 Odd positioned groups of 2 from 7.12.1.9.3.3.2.4.2: 80 9 200 100 60 200 200 100 1 9 20 5 1 40 1 80 20 1 60 40 40 1 20 7 5 9 40 1 5 20 Total: 1375 = 5 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.2.2.2 Even positioned groups of 2 from 7.12.1.9.3.3.2.4.2: 60 40 60 40 10 1 60 40 8 60 3 60 600 100 1 70 90 300 60 200 200 100 90 100 90 10 200 100 5 3 Total: 2761 = 11 x 251. 7.12.1.5.6.3.3.2.2.2.1 Odd positioned groups of 4 from 7.12.1.9.3.3.2.4.2: 80 9 60 40 60 200 10 1 1 9 8 60 1 40 600 100 20 1 90 300 40 1 200 100 5 9 90 10 5 20 5 3 Total: 2178 = 2 x 3 x 3 x 11 x 11. 7.12.1.5.6.3.3.2.2.2.2 Even positioned groups of 4 from 7.12.1.9.3.3.2.4.2: 200 100 60 40 200 100 60 40 20 5 3 60 1 80 1 70 60 40 60 200 20 7 90 100 40 1 200 100 Total: 1958 = 2 x 11 x 89. 7.12.1.5.6.3.3.2.2.2.2.1 Odd positioned groups of 6 from 7.12.1.9.3.3.2.4.2: 60 40 60 200 10 1 8 60 20 5 3 60 1 70 20 1 90 300 200 100 20 7 90 100 200 100 5 20 5 3 Total: 1859 = 11 x 13 x 13. 7.12.1.5.6.3.3.2.2.2.2.2 Even positioned groups of 6 from 7.12.1.9.3.3.2.4.2: 80 9 60 40 200 100 200 100 60 40 1 9 1 40 600 100 1 80 60 40 60 200 40 1 5 9 90 10 40 1 Total: 2277 = 3 x 3 x 11 x 23. 7.12.1.5.6.3.3.2.3 Odd positioned groups of 2 from 7.12.1.9.3.3.2.4.3: 70 1 60 40 200 100 200 80 1 9 5 70 600 100 5 70 5 1 60 40 60 9 90 100 5 5 9 70 5 20 Total: 2090 = 2 x 5 x 11 x 19. 7.12.1.5.6.3.3.2.3.1 Even positioned groups of 2 from 7.12.1.9.3.3.2.4.3: 200 100 1 1 60 40 600 90 8 60 1 40 9 4 90 300 200 100 60 200 20 7 9 30 200 100 60 9 5 3 Total: 2607 = 3 x 11 x 79. 7.12.1.5.6.3.3.2.3.2 Odd positioned groups of 3 from 7.12.1.9.3.3.2.4.3: 70 1 200 1 1 200 200 80 600 8 60 5 600 100 9 90 300 5 60 40 60 20 7 90 5 5 200 60 9 5 Total: 3091 = 11 x 281. 7.12.1.5.6.3.3.2.3.3 Even positioned groups of 3 from 7.12.1.9.3.3.2.4.3: 100 60 40 100 60 40 90 1 9 70 1 40 4 5 70 1 200 100 200 60 9 100 9 30 100 9 70 20 5 3 Total: 1606 = 2 x 11 x 73. 7.12.1.5.6.3.3.2.3.3.1 Odd positioned groups of 12 from 7.12.1.9.3.3.2.5.1: 200 80 600 90 1 9 8 60 600 100 7 90 60 40 60 200 90 100 5 30 60 200 9 40 Total: 2739 = 3 x 11 x 83. 7.12.1.5.6.3.3.2.3.3.2 Even positioned groups of 12 from 7.12.1.9.3.3.2.5.1: 60 40 60 20 7 40 4 5 50 9 100 1 10 5 300 1 20 7 5 40 5 1 200 100 1 100 20 60 9 70 60 9 5 20 5 3 Total: 1452 = 2 x 2 x 3 x 11 x 11. 7.12.1.5.6.3.3.2.3.3.2.1 Odd positioned groups of 2 from 7.12.1.9.3.3.2.5.2: 3 1 40 5 200 100 60 40 90 100 5 8 1 40 1 40 90 300 5 90 200 100 1 9 20 7 200 100 60 9 Total: 1925 = 5 x 5 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.3.2.3.3.2.2 Even positioned groups of 2 from 7.12.1.9.3.3.2.5.2: 3 60 70 1 200 100 5 9 60 90 7 10 5 70 20 1 200 90 600 90 60 10 60 9 40 1 60 40 4 5 Total: 1980 = 2 x 2 x 3 x 3 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.2.3.4 Last half of 30 from 7.12.1.9.3.3.2.6.2: 4 70 80 70 80 200 30 40 9 2 200 80 90 90 600 200 1 100 40 9 30 5 9 10 20 30 5 60 9 5 Total: 2178 = 2 x 3 x 3 x 11 x 11. 7.12.1.5.6.3.3.2.3.4.1 First half of 30 from 7.12.1.9.3.3.2.6.2: 5 90 60 80 9 600 9 40 200 7 1 100 200 1 20 30 4 10 9 40 100 90 9 100 70 40 5 60 9 70 Total: 2068 = 2 x 2 x 11 x 47. 7.12.1.5.6.3.3.2.3.4.2 Odd positioned groups of 1 from 7.12.1.9.3.3.2.6.3: 40 9 100 600 9 1 200 60 30 4 40 5 5 40 5 9 5 1 200 30 4 40 200 200 1 9 5 5 30 5 Total: 1892 = 2 x 2 x 11 x 43. 7.12.1.5.6.3.3.2.4 Even positioned groups of 1 from 7.12.1.9.3.3.2.6.3: 5 90 100 80 60 1 100 1 200 1 100 90 60 20 3 4 70 5 60 5 200 80 40 40 200 30 5 1 600 70 Total: 2321 = 11 x 211. 7.12.1.5.6.3.3.2.5 Odd positioned groups of 4 from 7.12.1.9.3.3.2.6.3: 40 5 9 90 9 60 1 1 30 200 4 1 5 60 40 20 5 70 1 5 4 200 40 80 1 200 9 30 30 600 5 70 Total: 1925 = 5 x 5 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.3.2.5.1 Even positioned groups of 4 from 7.12.1.9.3.3.2.6.3: 100 100 600 80 200 100 60 1 40 100 5 90 5 3 9 4 200 60 30 5 200 40 200 40 5 5 5 1 Total: 2288 = 2 x 2 x 2 x 2 x 11 x 13. 7.12.1.5.6.3.3.2.5.1.1 Odd positioned groups of 1 from 7.12.1.9.3.5.3.1.2: 100 200 1 5 7 5 70 60 9 30 100 100 9 70 80 60 5 60 300 30 60 20 90 200 100 Total: 1771 = 7 x 11 x 23. 7.12.1.5.6.3.3.2.5.1.2 Even positioned groups of 1 from 7.12.1.9.3.5.3.1.2: 60 10 70 100 90 30 80 4 5 5 60 1 5 1 1 30 40 90 7 60 9 7 90 90 1 Total: 946 = 2 x 11 x 43. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.5.6.3.3.2.5.1.2.1 Odd positioned groups of 1 from 7.12.1.9.3.5.4.2.2: 400 9 5 70 40 40 90 200 600 1 60 40 5 10 9 90 600 200 60 5 100 6 40 20 3 400 100 9 Total: 3212 = 2 x 2 x 11 x 73. 7.12.1.5.6.3.3.2.5.1.2.2 Even positioned groups of 1 from 7.12.1.9.3.5.4.2.2: 1 80 60 60 20 60 60 80 90 40 200 100 40 1 20 8 40 100 40 9 9 5 5 5 60 5 1 Total: 1199 = 11 x 109. 7.12.1.5.6.3.3.2.5.1.3 Odd positioned groups of 12 from 7.12.1.9.4.2.1.1.2: 1 40 1 10 60 100 600 40 60 40 40 1 100 1 200 80 600 40 100 60 80 60 200 60 Total: 2574 = 2 x 3 x 3 x 11 x 13. 7.12.1.5.6.3.3.2.5.1.4 Even positioned groups of 12 from 7.12.1.9.4.2.1.1.2: 9 60 40 60 8 9 30 1 100 9 1 30 30 5 100 60 10 60 100 60 7 100 600 40 Total: 1529 = 11 x 139. 7.12.1.5.6.3.3.2.5.2 Odd positioned groups of 3 from 7.12.1.9.4.2.1.4.1: 7 10 5 40 9 60 40 60 30 9 1 200 600 40 40 5 80 40 9 70 100 5 2 100 Total: 1562 = 2 x 11 x 71. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.5.6.3.3.2.6 Even positioned groups of 3 from 7.12.1.9.4.2.1.4.1: 70 5 200 40 40 1 1 9 30 5 100 60 40 9 40 200 60 200 60 1 40 600 10 60 Total: 1881 = 3 x 3 x 11 x 19. 7.12.1.5.6.3.3.3 Odd positioned groups of 6 from 7.12.1.9.4.2.1.4.2: 1 40 9 100 100 600 40 60 200 100 1 100 100 60 9 90 7 30 9 90 200 70 1 40 Total: 2057 = 11 x 11 x 17. SF: 39 = 3 x 13. 7.12.1.5.6.3.3.3.1 Even positioned groups of 6 from 7.12.1.9.4.2.1.4.2: 60 200 1 40 9 60 30 60 70 9 40 9 1 9 200 80 10 1 60 7 40 1 200 90 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.5.6.3.3.3.1.1 Odd positioned groups of 5 from 7.12.1.9.4.3.3.2.2: 60 100 5 90 9 9 8 5 60 200 30 5 40 1 200 4 5 5 10 80 90 60 40 60 100 Total: 1276 = 2 x 2 x 11 x 29. 7.12.1.5.6.3.3.3.1.2 Even positioned groups of 5 from 7.12.1.9.4.3.3.2.2: 1 9 600 40 100 90 100 60 40 5 10 1 30 90 60 100 60 5 70 60 1 40 1 40 200 9 7 20 9 1 Total: 1859 = 11 x 13 x 13. 7.12.1.5.6.3.3.3.1.3 Odd positioned groups of 11 from 7.12.1.9.4.3.3.2.2: 1 9 600 40 100 60 100 5 90 9 90 30 90 60 30 5 40 1 200 100 60 5 200 90 60 40 60 100 9 7 20 9 1 Total: 2321 = 11 x 211. 7.12.1.5.6.3.3.3.1.3.1 Even positioned groups of 11 from 7.12.1.9.4.3.3.2.2: 100 60 40 5 9 8 5 60 200 10 1 70 60 4 5 5 10 80 1 40 1 40 Total: 814 = 2 x 11 x 37. 7.12.1.5.6.3.3.3.1.3.1.1 Odd positioned groups of 2 from 7.12.1.9.4.4.1.1.2: 1 40 60 40 1 20 60 10 5 9 100 1 9 30 60 20 9 100 200 90 5 90 100 90 1 100 200 100 Total: 1551 = 3 x 11 x 47. 7.12.1.5.6.3.3.3.1.3.1.2 Even positioned groups of 2 from 7.12.1.9.4.4.1.1.2: 100 5 400 20 1 2 1 40 40 90 1 200 1 200 7 5 60 40 9 90 70 60 600 80 7 60 Total: 2189 = 11 x 199. SF: 210 = 2 x 3 x 5 x 7. 7.12.1.5.6.3.3.3.1.3.2 Last half of 27 from 7.12.1.9.4.4.1.1.2: 200 60 20 7 5 9 100 60 40 200 90 9 90 5 90 70 60 100 90 600 80 1 100 7 60 200 100 Total: 2453 = 11 x 223. SF: 234 = 2 x 3 x 3 x 13. SF: 21 = 3 x 7. 7.12.1.5.6.3.3.3.1.4 First half of 27 from 7.12.1.9.4.4.1.1.2: 1 40 100 5 60 40 400 20 1 20 1 2 60 10 1 40 5 9 40 90 100 1 1 200 9 30 1 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.5.6.3.3.3.1.4.1 Odd positioned groups of 18 from 7.12.1.9.4.4.1.1.3: 1 40 100 5 60 40 400 20 1 30 60 10 100 5 90 90 200 90 40 1 9 90 60 9 10 100 1 200 90 9 90 5 90 70 60 100 Total: 2376 = 2 x 2 x 2 x 3 x 3 x 3 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.3.1.4.2 Even positioned groups of 18 from 7.12.1.9.4.4.1.1.3: 20 1 2 60 10 1 40 5 9 200 60 20 7 5 9 100 60 40 Total: 649 = 11 x 59. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.5.6.3.3.3.2 Odd positioned groups of 1 from 7.12.1.9.4.4.4.1.1: 200 70 10 70 1 40 40 1 3 60 100 60 60 3 9 40 5 1 7 100 1 100 9 1 1 8 1 Total: 1001 = 7 x 11 x 13. 7.12.1.5.6.3.3.3.2.1 Even positioned groups of 1 from 7.12.1.9.4.4.4.1.1: 100 1 10 100 60 20 10 7 80 40 30 1 200 1 90 10 40 9 20 100 60 60 40 90 9 10 1 Total: 1199 = 11 x 109. 7.12.1.5.6.3.3.3.2.1.1 Odd positioned groups of 9 from 7.12.1.9.4.4.4.1.1: 200 100 70 1 10 10 70 100 1 60 40 100 30 60 1 60 200 3 7 20 100 100 1 60 100 60 9 Total: 1573 = 11 x 11 x 13. SF: 35 = 5 x 7. 7.12.1.5.6.3.3.3.2.1.2 Even positioned groups of 9 from 7.12.1.9.4.4.4.1.1: 60 40 20 40 10 1 7 3 80 1 9 90 40 10 5 40 1 9 40 1 90 1 9 8 10 1 1 Total: 627 = 3 x 11 x 19. 7.12.1.5.6.3.3.3.2.1.2.1 Odd positioned groups of 18 from 7.12.1.9.4.4.4.1.1: 200 100 70 1 10 10 70 100 1 60 40 20 40 10 1 7 3 80 7 20 100 100 1 60 100 60 9 40 1 90 1 9 8 10 1 1 Total: 1441 = 11 x 131. 7.12.1.5.6.3.3.3.2.1.2.2 Even positioned groups of 18 from 7.12.1.9.4.4.4.1.1: 60 40 100 30 60 1 60 200 3 1 9 90 40 10 5 40 1 9 Total: 759 = 3 x 11 x 23. 7.12.1.5.6.3.3.3.2.1.2.2.1 Odd positioned groups of 16 from 7.12.1.9.4.4.4.2.1: 200 90 1 200 40 5 10 1 5 100 100 60 1 200 1 40 2 1 20 5 5 70 40 3 5 600 100 7 40 300 5 9 Total: 2266 = 2 x 11 x 103. 7.12.1.5.6.3.3.3.2.1.2.2.2 Even positioned groups of 16 from 7.12.1.9.4.4.4.2.1: 100 1 200 5 9 5 100 60 1 9 7 30 1 9 100 1 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.5.6.3.3.3.2.1.2.2.2.1 Odd positioned groups of 1 from 7.12.1.9.4.4.5.2.1: 90 5 1 5 1 40 1 80 1 1 5 9 40 60 7 9 1 1 5 5 40 600 7 9 Total: 1023 = 3 x 11 x 31. 7.12.1.5.6.3.3.3.2.1.2.2.2.2 Even positioned groups of 1 from 7.12.1.9.4.4.5.2.1: 100 90 200 10 60 10 200 20 40 200 60 90 1 40 30 100 90 9 40 7 3 100 80 4 Total: 1584 = 2 x 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.5.6.3.3.3.2.1.2.3 Odd positioned groups of 16 from 7.12.1.9.4.4.5.2.1: 90 100 5 90 1 200 5 10 1 60 40 10 1 200 80 20 1 90 1 9 5 40 5 7 40 3 600 100 7 80 9 4 Total: 1914 = 2 x 3 x 11 x 29. 7.12.1.5.6.3.3.3.2.1.2.3.1 Even positioned groups of 16 from 7.12.1.9.4.4.5.2.1: 1 40 1 200 5 60 9 90 40 1 60 40 7 30 9 100 Total: 693 = 3 x 3 x 7 x 11. 7.12.1.5.6.3.3.3.2.1.2.3.2 Odd positioned groups of 5 from 7.12.1.9.4.4.5.2.2: 40 600 60 10 7 9 90 9 1 3 100 9 7 40 60 50 90 80 1 1 7 90 600 60 90 9 20 40 90 70 Total: 2343 = 3 x 11 x 71. 7.12.1.5.6.3.3.3.2.1.2.4 Even positioned groups of 5 from 7.12.1.9.4.4.5.2.2: 5 90 1 10 1 40 10 90 100 7 1 90 1 40 1 90 5 9 4 5 100 600 1 200 80 10 30 600 40 5 Total: 2266 = 2 x 11 x 103. 7.12.1.5.6.3.3.3.2.2 Odd positioned groups of 15 from 7.12.1.9.4.4.5.2.2: 5 90 1 10 1 40 600 60 10 7 40 10 90 100 7 90 5 9 4 5 50 90 80 1 1 100 600 1 200 80 Total: 2387 = 7 x 11 x 31. SF: 49 = 7 x 7. SF: 14 = 2 x 7. 7.12.1.5.6.3.3.3.2.2.1 Even positioned groups of 15 from 7.12.1.9.4.4.5.2.2: 9 90 9 1 3 1 90 1 40 1 100 9 7 40 60 7 90 600 60 90 10 30 600 40 5 9 20 40 90 70 Total: 2222 = 2 x 11 x 101. 7.12.1.5.6.3.3.3.2.2.1.1 Odd positioned groups of 2 from 7.12.1.9.4.4.5.3.2: 1 200 100 5 200 40 1 3 1 40 100 1 7 40 60 40 1 90 40 200 40 5 3 60 5 9 90 70 Total: 1452 = 2 x 2 x 3 x 11 x 11. 7.12.1.5.6.3.3.3.2.2.1.2 Even positioned groups of 2 from 7.12.1.9.4.4.5.3.2: 100 90 90 1 5 9 1 90 100 60 100 9 60 100 9 100 1 9 40 5 7 40 200 100 20 40 Total: 1386 = 2 x 3 x 3 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.3.2.2.2 Odd positioned groups of 12 from 7.12.1.9.4.4.6.2.1: 30 5 200 60 20 7 200 600 40 1 9 5 Total: 1177 = 11 x 107. 7.12.1.5.6.3.3.3.2.2.3 Even positioned groups of 12 from 7.12.1.9.4.4.6.2.1: 30 1 100 9 1 30 60 10 1 80 1 30 40 100 80 1 5 9 2 1 90 9 20 5 Total: 715 = 5 x 11 x 13. 7.12.1.5.6.3.3.3.2.2.4 Odd positioned groups of 3 from 7.12.1.9.4.4.6.2.2: 1 200 100 1 9 9 9 100 60 90 100 1 100 1 20 60 9 10 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.5.6.3.3.3.3 Even positioned groups of 3 from 7.12.1.9.4.4.6.2.2: 60 200 10 9 5 70 3 5 3 9 9 600 9 90 90 60 4 40 Total: 1276 = 2 x 2 x 11 x 29. 7.12.1.5.6.3.3.3.3.1 Odd positioned groups of 1 from 7.12.1.9.5.1.4.1.1: 5 40 60 10 5 60 90 9 5 9 600 90 60 60 5 5 5 9 200 1 100 200 Total: 1628 = 2 x 2 x 11 x 37. SF: 52 = 2 x 2 x 13. 7.12.1.5.6.3.3.3.3.1.1 Even positioned groups of 1 from 7.12.1.9.5.1.4.1.1: 5 5 200 1 200 40 5 90 80 90 100 5 30 9 20 3 200 70 40 200 1 80 Total: 1474 = 2 x 11 x 67. 7.12.1.5.6.3.3.3.3.1.1.1 Odd positioned groups of 1 from 7.12.1.9.5.1.6.4.2: 9 100 5 5 1 1 60 1 100 100 40 3 1 5 5 60 1 20 100 200 60 10 9 80 100 8 60 Total: 1144 = 2 x 2 x 2 x 11 x 13. 7.12.1.5.6.3.3.3.3.1.1.2 Even positioned groups of 1 from 7.12.1.9.5.1.6.4.2: 60 5 40 70 3 3 40 200 60 60 7 3 80 20 3 40 20 60 1 80 200 1 1 60 9 5 200 Total: 1331 = 11 x 11 x 11. 7.12.1.5.6.3.3.3.3.1.2 Odd positioned groups of 18 from 7.12.1.9.5.1.6.4.2: 9 60 100 5 5 40 5 70 1 3 1 3 60 40 1 200 100 60 100 1 200 80 60 200 10 1 9 1 80 60 100 9 8 5 60 200 Total: 1947 = 3 x 11 x 59. 7.12.1.5.6.3.3.3.3.2 Even positioned groups of 18 from 7.12.1.9.5.1.6.4.2: 100 60 40 7 3 3 1 80 5 20 5 3 60 40 1 20 20 60 Total: 528 = 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.5.6.3.3.3.3.2.1 Odd positioned groups of 1 from 7.12.1.10.1.1.1.2.3: 60 5 100 60 9 1 9 9 20 60 10 1 7 60 40 100 3 100 9 70 1 60 1 1 200 60 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.5.6.3.3.3.3.2.2 Even positioned groups of 1 from 7.12.1.10.1.1.1.2.3: 70 9 5 70 6 100 5 1 5 200 1 6 40 9 1 7 5 1 20 5 70 200 9 60 100 40 Total: 1045 = 5 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.5.6.3.3.3.3.2.2.1 Last half of 26 from 7.12.1.10.1.1.1.2.3: 60 9 40 1 100 7 3 5 100 1 9 20 70 5 1 70 60 200 1 9 1 60 200 100 60 40 Total: 1232 = 2 x 2 x 2 x 2 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.3.3.2.2.2 First half of 26 from 7.12.1.10.1.1.1.2.3: 60 70 5 9 100 5 60 70 9 6 1 100 9 5 9 1 20 5 60 200 10 1 1 6 7 40 Total: 869 = 11 x 79. 7.12.1.5.6.3.3.3.3.2.2.2.1 Odd positioned groups of 1 from 7.12.1.10.1.1.3.1.1: 3 9 60 5 90 5 1 600 4 100 5 9 5 20 40 20 80 100 10 40 200 90 40 70 Total: 1606 = 2 x 11 x 73. 7.12.1.5.6.3.3.3.3.2.2.2.2 Even positioned groups of 1 from 7.12.1.10.1.1.3.1.1: 60 90 9 9 60 9 80 40 9 9 20 8 5 60 5 1 60 9 1 1 100 9 1 60 Total: 715 = 5 x 11 x 13. 7.12.1.5.6.3.3.3.3.2.2.2.2.1 Odd positioned groups of 6 from 7.12.1.10.1.1.3.1.1: 3 60 9 90 60 9 1 80 600 40 4 9 5 5 20 60 40 5 10 1 40 1 200 100 Total: 1452 = 2 x 2 x 3 x 11 x 11. 7.12.1.5.6.3.3.3.3.2.2.2.2.2 Even positioned groups of 6 from 7.12.1.10.1.1.3.1.1: 5 9 90 60 5 9 100 9 5 20 9 8 20 1 80 60 100 9 90 9 40 1 70 60 Total: 869 = 11 x 79. 7.12.1.5.6.3.3.3.3.2.2.3 Odd positioned groups of 12 from 7.12.1.10.1.1.3.1.1: 3 60 9 90 60 9 5 9 90 60 5 9 5 5 20 60 40 5 20 1 80 60 100 9 Total: 814 = 2 x 11 x 37. 7.12.1.5.6.3.3.3.3.2.2.3.1 Even positioned groups of 12 from 7.12.1.10.1.1.3.1.1: 1 80 600 40 4 9 100 9 5 20 9 8 10 1 40 1 200 100 90 9 40 1 70 60 Total: 1507 = 11 x 137. 7.12.1.5.6.3.3.3.3.2.2.3.2 Odd positioned groups of 3 from 7.12.1.10.1.1.3.1.2: 200 90 1 10 1 9 200 100 60 40 100 60 600 200 30 5 7 3 600 40 5 90 8 5 Total: 2464 = 2 x 2 x 2 x 2 x 2 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.3.3.3.2.2.4 Even positioned groups of 3 from 7.12.1.10.1.1.3.1.2: 40 100 5 5 40 100 40 200 5 40 7 40 60 1 40 5 60 40 40 20 60 10 1 9 Total: 968 = 2 x 2 x 2 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.3.3.4 Odd positioned groups of 1 from 7.12.1.1.2.2.1.1.2.2: 200 10 5 100 70 60 9 10 5 7 80 200 90 5 60 60 70 4 Total: 1045 = 5 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.5.6.3.3.3.4.1 Even positioned groups of 1 from 7.12.1.1.2.2.1.1.2.2: 200 9 60 100 200 600 70 60 60 1 40 9 100 1 80 90 80 Total: 1760 = 2 x 2 x 2 x 2 x 2 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.3.4.1.1 Odd positioned groups of 3 from 7.12.1.2.1.2.1.4.5.1: 600 1 60 1 60 5 200 1 5 5 60 3 10 90 9 9 200 1 Total: 1320 = 2 x 2 x 2 x 3 x 5 x 11. 7.12.1.5.6.3.3.3.4.1.2 Even positioned groups of 3 from 7.12.1.2.1.2.1.4.5.1: 4 90 200 600 20 1 9 9 300 40 100 40 100 200 5 9 90 9 Total: 1826 = 2 x 11 x 83. 7.12.1.5.6.3.3.3.4.2 Odd positioned groups of 3 from 7.12.1.2.1.2.1.4.5.3: 1 100 60 600 40 20 5 40 60 40 600 100 9 1 200 9 5 90 Total: 1980 = 2 x 2 x 3 x 3 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.3.4.2.1 Even positioned groups of 3 from 7.12.1.2.1.2.1.4.5.3: 20 5 3 5 1 200 40 3 60 7 40 1 8 1 40 100 9 40 Total: 583 = 11 x 53. 7.12.1.5.6.3.3.3.4.2.1.1 Odd positioned groups of 12 from 7.12.1.2.1.2.1.4.5.4: 200 4 1 6 5 9 9 4 9 1 300 200 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.5.6.3.3.3.4.2.1.2 Even positioned groups of 12 from 7.12.1.2.1.2.1.4.5.4: 600 10 1 10 60 1 4 600 90 1 200 100 10 1 90 60 9 10 100 60 200 70 5 40 Total: 2332 = 2 x 2 x 11 x 53. 7.12.1.5.6.3.3.3.4.2.2 Last half of 14 from 7.12.1.2.1.2.3.1.3.2: 10 1 60 40 5 9 200 600 40 5 20 5 100 60 Total: 1155 = 3 x 5 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.3.4.2.3 First half of 14 from 7.12.1.2.1.2.3.1.3.2: 70 80 5 60 90 60 200 4 1 100 1 4 5 200 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.5.6.3.3.3.4.2.4 Odd positioned groups of 7 from 7.12.1.2.1.2.3.4.2.1: 1 200 100 60 40 200 100 9 40 1 100 1 4 5 100 60 40 10 5 70 9 Total: 1155 = 3 x 5 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.4 Even positioned groups of 7 from 7.12.1.2.1.2.3.4.2.1: 5 5 10 80 9 40 60 7 3 30 5 40 1 200 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.5.6.3.3.4.1 Last half of 16 from 7.12.1.2.3.1.2.2.1.1: 90 70 5 80 9 5 1 200 7 2 1 90 9 20 40 9 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.5.6.3.3.4.1.1 First half of 16 from 7.12.1.2.3.1.2.2.1.1: 90 1 40 1 200 100 60 20 600 40 9 20 1 30 1 8 Total: 1221 = 3 x 11 x 37. 7.12.1.5.6.3.3.4.1.2 Odd positioned groups of 3 from 7.12.1.2.3.1.2.2.1.2: 20 7 40 40 9 60 100 40 80 40 7 30 Total: 473 = 11 x 43. 7.12.1.5.6.3.3.4.1.3 Even positioned groups of 3 from 7.12.1.2.3.1.2.2.1.2: 1 1 9 200 4 60 200 5 9 20 5 3 Total: 517 = 11 x 47. 7.12.1.5.6.3.3.4.1.3.1 Last half of 12 from 7.12.1.2.3.1.2.2.1.2: 100 40 80 200 5 9 40 7 30 20 5 3 Total: 539 = 7 x 7 x 11. 7.12.1.5.6.3.3.4.1.3.1.1 First half of 12 from 7.12.1.2.3.1.2.2.1.2: 20 7 40 1 1 9 40 9 60 200 4 60 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.5.6.3.3.4.1.3.1.2 Last half of 14 from 7.12.1.2.3.1.2.2.1.3: 40 7 30 20 5 3 600 40 9 20 1 30 1 8 Total: 814 = 2 x 11 x 37. 7.12.1.5.6.3.3.4.1.3.2 First half of 14 from 7.12.1.2.3.1.2.2.1.3: 100 40 80 200 90 1 40 1 200 100 60 20 5 9 Total: 946 = 2 x 11 x 43. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.5.6.3.3.4.1.4 Odd positioned groups of 4 from 7.12.1.2.3.1.2.2.1.4: 90 70 5 80 20 7 40 1 7 2 1 90 60 200 4 60 Total: 737 = 11 x 67. SF: 78 = 2 x 3 x 13. 7.12.1.5.6.3.3.4.1.4.1 Even positioned groups of 4 from 7.12.1.2.3.1.2.2.1.4: 9 5 1 200 1 9 40 9 9 20 40 9 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.5.6.3.3.4.1.4.1.1 Odd positioned groups of 7 from 7.12.1.2.3.1.2.2.1.4: 200 20 7 40 1 1 9 20 40 9 60 200 4 60 Total: 671 = 11 x 61. 7.12.1.5.6.3.3.4.1.4.1.2 Even positioned groups of 7 from 7.12.1.2.3.1.2.2.1.4: 90 70 5 80 9 5 1 40 9 7 2 1 90 9 Total: 418 = 2 x 11 x 19. 7.12.1.5.6.3.3.4.1.4.1.3 Odd positioned groups of 2 from 7.12.1.2.3.1.2.2.2.1: 9 200 3 40 400 5 80 40 1 5 40 10 40 7 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.5.6.3.3.4.1.4.1.4 Even positioned groups of 2 from 7.12.1.2.3.1.2.2.2.1: 100 90 10 9 9 80 70 9 90 5 9 5 5 70 Total: 561 = 3 x 11 x 17. 7.12.1.5.6.3.3.4.1.4.1.4.1 Odd positioned groups of 1 from 7.12.1.2.3.1.2.2.2.2: 10 5 5 5 9 70 600 90 70 4 5 5 1 1 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.5.6.3.3.4.1.4.1.4.2 Even positioned groups of 1 from 7.12.1.2.3.1.2.2.2.2: 40 5 7 8 1 5 60 40 9 600 1 10 100 5 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.5.6.3.3.4.1.4.2 Odd positioned groups of 4 from 7.12.1.2.3.1.2.2.2.2: 10 40 5 5 9 1 70 5 70 9 4 600 1 100 1 5 Total: 935 = 5 x 11 x 17. 7.12.1.5.6.3.3.4.1.4.3 Even positioned groups of 4 from 7.12.1.2.3.1.2.2.2.2: 5 7 5 8 600 60 90 40 5 1 5 10 Total: 836 = 2 x 2 x 11 x 19. 7.12.1.5.6.3.3.4.1.4.4 Odd positioned groups of 1 from 7.12.1.2.3.1.4.2.2.2: 1 60 1 9 60 80 40 600 1 7 70 80 300 Total: 1309 = 7 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.5.6.3.3.4.1.4.4.1 Even positioned groups of 1 from 7.12.1.2.3.1.4.2.2.2: 90 200 1 600 40 20 40 70 9 2 9 200 600 Total: 1881 = 3 x 3 x 11 x 19. 7.12.1.5.6.3.3.4.1.4.4.1.1 Odd positioned groups of 7 from 7.12.1.2.3.1.4.3.1.2: 60 1 40 9 100 1 90 600 40 7 600 40 9 20 Total: 1617 = 3 x 7 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.3.4.1.4.4.1.2 Even positioned groups of 7 from 7.12.1.2.3.1.4.3.1.2: 1 9 60 40 30 200 100 100 7 1 40 1 90 300 Total: 979 = 11 x 89. 7.12.1.5.6.3.3.4.1.4.4.2 Odd positioned groups of 2 from 7.12.1.2.3.1.4.3.2.1: 1 9 5 90 1 9 10 1 60 30 1 80 4 100 100 60 Total: 561 = 3 x 11 x 17. 7.12.1.5.6.3.3.4.2 Even positioned groups of 2 from 7.12.1.2.3.1.4.3.2.1: 60 200 5 100 200 90 1 70 9 40 20 60 1 200 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.5.6.3.3.4.2.1 Odd positioned groups of 3 from 7.12.1.2.3.1.4.3.2.2: 90 70 3 7 70 60 1 70 200 9 60 40 5 300 5 Total: 990 = 2 x 3 x 3 x 5 x 11. 7.12.1.5.6.3.3.4.2.1.1 Even positioned groups of 3 from 7.12.1.2.3.1.4.3.2.2: 20 9 1 1 200 10 9 60 60 60 1 60 2 600 40 Total: 1133 = 11 x 103. 7.12.1.5.6.3.3.4.2.1.1.1 Odd positioned groups of 2 from 7.12.1.2.3.1.4.3.2.4: 20 9 70 1 200 5 200 10 5 100 70 60 60 200 1 1 Total: 1012 = 2 x 2 x 11 x 23. 7.12.1.5.6.3.3.4.2.1.1.2 Even positioned groups of 2 from 7.12.1.2.3.1.4.3.2.4: 1 90 9 60 3 1 7 90 1 9 9 60 90 10 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.5.6.3.3.4.2.1.2 Odd positioned groups of 3 from 7.12.1.2.3.1.4.3.2.4: 90 70 1 5 3 1 90 5 100 60 9 60 10 1 1 Total: 506 = 2 x 11 x 23. 7.12.1.5.6.3.3.4.2.2 Even positioned groups of 3 from 7.12.1.2.3.1.4.3.2.4: 20 9 1 9 60 200 200 10 7 1 9 70 60 200 90 Total: 946 = 2 x 11 x 43. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.5.6.3.3.4.2.2.1 Odd positioned groups of 10 from 7.12.1.2.3.1.4.4.1.2: 100 1 9 40 60 40 100 1 40 5 9 40 60 9 100 40 90 1 200 100 Total: 1045 = 5 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.5.6.3.3.4.2.2.1.1 Even positioned groups of 10 from 7.12.1.2.3.1.4.4.1.2: 8 5 40 1 9 5 40 200 10 1 Total: 319 = 11 x 29. 7.12.1.5.6.3.3.4.2.2.1.2 Odd positioned groups of 5 from 7.12.1.2.3.1.4.4.1.5: 40 40 5 9 600 600 40 200 9 40 1 40 1 200 100 Total: 1925 = 5 x 5 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.3.4.2.2.1.2.1 Even positioned groups of 5 from 7.12.1.2.3.1.4.4.1.5: 9 40 5 30 60 8 5 9 5 200 7 90 60 9 90 Total: 627 = 3 x 11 x 19. 7.12.1.5.6.3.3.4.2.2.1.2.2 Last half of 15 from 7.12.1.2.3.1.4.4.1.6: 1 9 40 60 40 10 1 9 90 70 9 100 40 80 200 Total: 759 = 3 x 11 x 23. 7.12.1.5.6.3.3.4.2.2.2 First half of 15 from 7.12.1.2.3.1.4.4.1.6: 600 90 100 1 6 5 1 1 100 1 4 5 30 600 40 Total: 1584 = 2 x 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.5.6.3.3.4.2.2.2.1 Odd positioned groups of 3 from 7.12.1.2.3.1.4.4.2.2: 200 40 70 1 10 9 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.5.6.3.3.4.2.2.2.2 Even positioned groups of 3 from 7.12.1.2.3.1.4.4.2.2: 70 1 40 200 40 7 40 5 70 Total: 473 = 11 x 43. 7.12.1.5.6.3.3.4.2.2.2.2.1 Odd positioned groups of 4 from 7.12.1.2.4.1.1.2.2.3: 5 1 1 90 90 300 70 200 80 40 7 7 20 1 5 7 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.5.6.3.3.4.2.2.2.2.2 Even positioned groups of 4 from 7.12.1.2.4.1.1.2.2.3: 1 80 70 20 80 100 200 5 7 80 60 100 Total: 803 = 11 x 73. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.5.6.3.3.4.3 Odd positioned groups of 7 from 7.12.1.2.4.1.1.2.2.3: 20 90 300 70 200 80 100 80 60 100 20 1 5 7 Total: 1133 = 11 x 103. 7.12.1.5.6.3.3.4.3.1 Even positioned groups of 7 from 7.12.1.2.4.1.1.2.2.3: 5 1 1 90 1 80 70 200 5 80 40 7 7 7 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.5.6.3.3.4.3.1.1 Odd positioned groups of 4 from 7.12.1.2.4.1.1.2.2.4: 200 5 5 5 600 100 200 20 40 10 1 5 10 1 10 9 Total: 1221 = 3 x 11 x 37. 7.12.1.5.6.3.3.4.3.1.1.1 Even positioned groups of 4 from 7.12.1.2.4.1.1.2.2.4: 1 200 600 60 40 100 10 70 40 90 20 1 Total: 1232 = 2 x 2 x 2 x 2 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.4.3.1.1.2 Odd positioned groups of 2 from 7.12.1.2.4.1.3.1.2.1: 1 9 9 3 80 5 10 1 2 1 90 1 9 10 Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7. 7.12.1.5.6.3.3.4.3.1.2 Even positioned groups of 2 from 7.12.1.2.4.1.3.1.2.1: 7 90 5 90 60 40 80 600 60 40 40 30 40 600 Total: 1782 = 2 x 3 x 3 x 3 x 3 x 11. 7.12.1.5.6.3.3.4.3.1.3 Odd positioned groups of 3 from 7.12.1.2.4.1.5.2.2.2: 100 70 5 9 10 1 5 40 1 10 20 1 600 100 7 Total: 979 = 11 x 89. 7.12.1.5.6.3.3.4.3.1.4 Even positioned groups of 3 from 7.12.1.2.4.1.5.2.2.2: 90 60 40 9 1 10 1 200 200 20 5 90 7 5 10 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.5.6.3.3.4.3.2 Odd positioned groups of 2 from 7.12.1.2.4.2.2.2.1.1: 40 7 90 40 200 200 20 90 40 4 1 60 9 5 100 60 1 70 600 90 Total: 1727 = 11 x 157. SF: 168 = 2 x 2 x 2 x 3 x 7. 7.12.1.5.6.3.3.4.3.2.1 Even positioned groups of 2 from 7.12.1.2.4.2.2.2.1.1: 1 60 40 9 60 60 10 9 90 90 90 40 9 100 600 9 5 5 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.5.6.3.3.4.3.2.1.1 Odd positioned groups of 2 from 7.12.1.2.4.2.3.2.1.2: 1 200 30 100 100 5 3 4 3 600 1 80 5 3 9 100 100 10 400 600 Total: 2354 = 2 x 11 x 107. 7.12.1.5.6.3.3.4.3.2.1.1.1 Even positioned groups of 2 from 7.12.1.2.4.2.3.2.1.2: 200 5 40 1 90 40 60 90 5 9 60 1 600 1 5 90 40 5 Total: 1342 = 2 x 11 x 61. 7.12.1.5.6.3.3.4.3.2.1.1.2 Odd positioned groups of 2 from 7.12.1.4.2.2.1.1.2.1: 100 7 20 1 60 5 5 90 2 1 7 9 30 60 1 200 60 2 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.5.6.3.3.4.3.2.1.2 Even positioned groups of 2 from 7.12.1.4.2.2.1.1.2.1: 40 400 1 10 100 7 400 5 70 20 30 1 200 90 7 90 1 90 Total: 1562 = 2 x 11 x 71. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.5.6.3.3.4.3.2.2 Last half of 18 from 7.12.1.4.2.2.1.1.2.1: 100 7 40 400 20 1 1 10 60 5 100 7 5 90 400 5 2 1 Total: 1254 = 2 x 3 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.5.6.3.3.4.3.2.3 First half of 18 from 7.12.1.4.2.2.1.1.2.1: 70 20 7 9 30 1 30 60 200 90 1 200 7 90 60 2 1 90 Total: 968 = 2 x 2 x 2 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.3.4.3.2.3.1 Odd positioned groups of 12 from 7.12.1.4.2.2.2.1.3.3: 100 60 70 5 3 60 100 5 20 60 40 60 Total: 583 = 11 x 53. 7.12.1.5.6.3.3.4.3.2.3.2 Even positioned groups of 12 from 7.12.1.4.2.2.2.1.3.3: 40 1 200 60 40 100 1 100 9 1 80 5 20 9 1 40 60 9 600 90 600 100 60 40 Total: 2266 = 2 x 11 x 103. 7.12.1.5.6.3.3.4.3.2.3.2.1 Last half of 18 from 7.12.1.4.2.2.2.1.3.3: 40 1 200 60 40 100 1 100 9 1 80 5 100 60 70 5 3 60 Total: 935 = 5 x 11 x 17. 7.12.1.5.6.3.3.4.3.2.3.2.2 First half of 18 from 7.12.1.4.2.2.2.1.3.3: 100 5 20 60 40 60 20 9 1 40 60 9 600 90 600 100 60 40 Total: 1914 = 2 x 3 x 11 x 29. 7.12.1.5.6.3.3.4.3.2.4 Odd positioned groups of 4 from 7.12.1.4.2.2.2.1.3.4: 90 70 5 30 9 90 1 40 9 20 70 9 40 5 9 600 70 4 5 100 Total: 1276 = 2 x 2 x 11 x 29. 7.12.1.5.6.3.3.4.3.3 Even positioned groups of 4 from 7.12.1.4.2.2.2.1.3.4: 200 4 10 10 1 9 80 90 90 200 40 1 80 1 7 90 Total: 913 = 11 x 83. 7.12.1.5.6.3.3.4.3.3.1 Odd positioned groups of 2 from 7.12.1.4.2.2.2.1.3.5: 1 100 80 5 70 5 70 9 40 1 9 600 Total: 990 = 2 x 3 x 3 x 5 x 11. 7.12.1.5.6.3.3.4.3.3.2 Even positioned groups of 2 from 7.12.1.4.2.2.2.1.3.5: 9 1 100 60 3 60 90 200 40 5 80 1 Total: 649 = 11 x 59. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.5.6.3.3.4.3.3.2.1 Odd positioned groups of 6 from 7.12.1.4.2.2.2.1.3.6: 90 70 5 30 200 4 1 9 80 90 9 20 7 90 70 4 5 100 20 9 1 40 60 9 Total: 1023 = 3 x 11 x 31. 7.12.1.5.6.3.3.4.3.3.2.1.1 Even positioned groups of 6 from 7.12.1.4.2.2.2.1.3.6: 10 10 9 90 1 40 40 1 200 60 40 100 100 5 20 60 40 60 600 90 600 100 60 40 Total: 2376 = 2 x 2 x 2 x 3 x 3 x 3 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.4.3.3.2.1.2 Odd positioned groups of 1 from 7.12.1.4.2.2.3.1.2.1: 60 10 1 30 600 30 20 90 10 9 90 3 90 90 Total: 1133 = 11 x 103. 7.12.1.5.6.3.3.4.3.3.2.2 Even positioned groups of 1 from 7.12.1.4.2.2.3.1.2.1: 10 9 9 1 8 60 1 300 1 70 70 10 600 600 Total: 1749 = 3 x 11 x 53. 7.12.1.5.6.3.3.4.3.4 Odd positioned groups of 4 from 7.12.1.4.2.2.3.1.2.2: 90 20 1 30 90 70 80 60 1 200 100 60 9 10 1 80 Total: 902 = 2 x 11 x 41. 7.12.1.5.6.3.3.4.3.4.1 Even positioned groups of 4 from 7.12.1.4.2.2.3.1.2.2: 4 9 1 100 5 30 40 60 90 600 90 5 Total: 1034 = 2 x 11 x 47. 7.12.1.5.6.3.3.4.3.4.2 Odd positioned groups of 1 from 7.12.1.4.2.2.5.4.3.2: 9 60 20 90 1 60 8 1 9 5 200 7 5 9 Total: 484 = 2 x 2 x 11 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.4.3.4.3 Even positioned groups of 1 from 7.12.1.4.2.2.5.4.3.2: 40 9 600 60 40 9 5 80 20 1 100 3 30 70 Total: 1067 = 11 x 97. 7.12.1.5.6.3.3.4.3.4.4 Odd positioned groups of 7 from 7.12.1.4.2.2.5.4.3.2: 60 1 40 60 9 8 5 100 7 3 5 30 9 70 Total: 407 = 11 x 37. 7.12.1.5.6.3.3.4.3.5 Even positioned groups of 7 from 7.12.1.4.2.2.5.4.3.2: 9 40 60 9 20 600 90 1 80 9 20 5 1 200 Total: 1144 = 2 x 2 x 2 x 11 x 13. 7.12.1.5.6.3.3.4.3.5.1 Last half of 12 from 7.12.1.4.2.2.5.4.4.2: 1 100 60 90 600 40 600 200 5 9 80 1 Total: 1786 = 2 x 19 x 47. 7.12.1.5.6.3.3.4.3.5.2 First half of 12 from 7.12.1.4.2.2.5.4.4.2: 200 90 60 200 10 1 20 9 600 40 1 80 Total: 1311 = 3 x 19 x 23. 7.12.1.5.6.3.3.4.3.6 Odd positioned groups of 1 from 7.12.1.4.2.2.11.2.1.1: 60 10 60 70 60 4 5 60 100 8 1 1 5 100 10 600 9 40 200 5 Total: 1408 = 2 x 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.5.6.3.3.4.3.6.1 Even positioned groups of 1 from 7.12.1.4.2.2.11.2.1.1: 9 1 40 5 9 9 9 200 9 5 40 200 3 5 1 90 90 200 100 9 Total: 1034 = 2 x 11 x 47. 7.12.1.5.6.3.3.4.3.6.1.1 Odd positioned groups of 2 from 7.12.1.4.2.2.11.2.1.3: 60 200 1 80 100 9 1 40 40 100 5 2 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.5.6.3.3.4.3.6.1.2 Even positioned groups of 2 from 7.12.1.4.2.2.11.2.1.3: 40 60 1 100 8 5 1 200 30 1 90 300 Total: 836 = 2 x 2 x 11 x 19. 7.12.1.5.6.3.3.4.3.6.2 Odd positioned groups of 9 from 7.12.1.4.2.2.11.3.1.1: 9 90 70 5 9 4 8 10 1 9 1 30 9 60 600 10 80 40 Total: 1045 = 5 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.5.6.3.3.4.3.6.3 Even positioned groups of 9 from 7.12.1.4.2.2.11.3.1.1: 200 200 5 600 40 40 1 10 400 Total: 1496 = 2 x 2 x 2 x 11 x 17. 7.12.1.5.6.3.3.4.3.6.4 Odd positioned groups of 2 from 7.12.1.4.2.2.12.1.4.2: 20 9 7 90 1 90 80 60 1 80 200 10 60 40 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.5.6.3.3.4.4 Even positioned groups of 2 from 7.12.1.4.2.2.12.1.4.2: 10 30 300 1 90 70 300 7 400 9 1 70 1 20 Total: 1309 = 7 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.5.6.3.3.4.4.1 Odd positioned groups of 7 from 7.12.1.4.2.2.12.1.4.2: 1 1 90 90 70 80 60 10 1 70 60 40 1 20 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.5.6.3.3.4.4.1.1 Even positioned groups of 7 from 7.12.1.4.2.2.12.1.4.2: 20 9 10 30 7 90 300 300 7 1 80 400 9 200 Total: 1463 = 7 x 11 x 19. 7.12.1.5.6.3.3.4.4.1.2 Last half of 14 from 7.12.1.4.2.2.12.1.4.2: 300 7 1 80 400 9 200 10 1 70 60 40 1 20 Total: 1199 = 11 x 109. 7.12.1.5.6.3.3.4.4.1.2.1 First half of 14 from 7.12.1.4.2.2.12.1.4.2: 20 9 10 30 7 90 300 1 1 90 90 70 80 60 Total: 858 = 2 x 3 x 11 x 13. 7.12.1.5.6.3.3.4.4.1.2.2 Odd positioned groups of 1 from 7.12.1.4.2.2.12.3.1.3: 5 90 60 9 1 1 9 5 7 20 3 40 1 90 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.5.6.3.3.4.4.1.3 Even positioned groups of 1 from 7.12.1.4.2.2.12.3.1.3: 9 100 70 30 2 90 20 100 90 5 60 60 90 Total: 726 = 2 x 3 x 11 x 11. 7.12.1.5.6.3.3.4.4.1.4 Odd positioned groups of 2 from 7.12.1.4.2.2.13.1.2.1: 100 7 20 1 60 5 5 90 2 1 7 9 30 60 1 200 60 2 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.5.6.3.3.4.4.1.5 Even positioned groups of 2 from 7.12.1.4.2.2.13.1.2.1: 40 400 1 10 100 7 400 5 70 20 30 1 200 90 7 90 1 90 Total: 1562 = 2 x 11 x 71. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.5.6.3.3.4.4.1.6 Last half of 18 from 7.12.1.4.2.2.13.1.2.1: 100 7 40 400 20 1 1 10 60 5 100 7 5 90 400 5 2 1 Total: 1254 = 2 x 3 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.5.6.3.3.4.4.1.6.1 First half of 18 from 7.12.1.4.2.2.13.1.2.1: 70 20 7 9 30 1 30 60 200 90 1 200 7 90 60 2 1 90 Total: 968 = 2 x 2 x 2 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.3.4.4.1.6.2 Odd positioned groups of 12 from 7.12.1.4.2.2.13.2.3.3: 100 60 70 5 3 60 100 5 20 60 40 60 Total: 583 = 11 x 53. 7.12.1.5.6.3.3.4.4.2 Even positioned groups of 12 from 7.12.1.4.2.2.13.2.3.3: 40 1 200 60 40 100 1 100 9 1 80 5 20 9 1 40 60 9 600 90 600 100 60 40 Total: 2266 = 2 x 11 x 103. 7.12.1.5.6.3.3.4.4.2.1 Last half of 18 from 7.12.1.4.2.2.13.2.3.3: 40 1 200 60 40 100 1 100 9 1 80 5 100 60 70 5 3 60 Total: 935 = 5 x 11 x 17. 7.12.1.5.6.3.3.4.4.2.2 First half of 18 from 7.12.1.4.2.2.13.2.3.3: 100 5 20 60 40 60 20 9 1 40 60 9 600 90 600 100 60 40 Total: 1914 = 2 x 3 x 11 x 29. 7.12.1.5.6.3.3.4.4.2.3 Odd positioned groups of 4 from 7.12.1.4.2.2.13.2.3.4: 90 70 5 30 9 90 1 40 9 20 70 9 40 5 9 600 70 4 5 100 Total: 1276 = 2 x 2 x 11 x 29. 7.12.1.5.6.3.3.4.4.2.4 Even positioned groups of 4 from 7.12.1.4.2.2.13.2.3.4: 200 4 10 10 1 9 80 90 90 200 40 1 80 1 7 90 Total: 913 = 11 x 83. 7.12.1.5.6.3.3.4.5 Odd positioned groups of 2 from 7.12.1.4.2.2.13.2.3.5: 1 100 80 5 70 5 70 9 40 1 9 600 Total: 990 = 2 x 3 x 3 x 5 x 11. 7.12.1.5.6.3.3.4.5.1 Even positioned groups of 2 from 7.12.1.4.2.2.13.2.3.5: 9 1 100 60 3 60 90 200 40 5 80 1 Total: 649 = 11 x 59. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.5.6.3.3.4.5.1.1 Odd positioned groups of 6 from 7.12.1.4.2.2.13.2.3.6: 90 70 5 30 200 4 1 9 80 90 9 20 7 90 70 4 5 100 20 9 1 40 60 9 Total: 1023 = 3 x 11 x 31. 7.12.1.5.6.3.3.4.5.1.1.1 Even positioned groups of 6 from 7.12.1.4.2.2.13.2.3.6: 10 10 9 90 1 40 40 1 200 60 40 100 100 5 20 60 40 60 600 90 600 100 60 40 Total: 2376 = 2 x 2 x 2 x 3 x 3 x 3 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.4.5.1.1.2 Last half of 16 from 7.12.1.4.2.3.1.1.1.3: 60 100 1 40 5 200 90 60 60 40 7 5 80 9 5 30 Total: 792 = 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.5.6.3.3.4.5.1.2 First half of 16 from 7.12.1.4.2.3.1.1.1.3: 5 9 80 5 1 9 40 100 1 9 5 10 80 9 1 10 Total: 374 = 2 x 11 x 17. 7.12.1.5.6.3.3.4.5.2 Odd positioned groups of 8 from 7.12.1.4.2.3.1.1.1.4: 60 9 1 9 6 7 100 90 60 40 9 200 90 9 20 5 Total: 715 = 5 x 11 x 13. 7.12.1.5.6.3.3.4.5.2.1 Even positioned groups of 8 from 7.12.1.4.2.3.1.1.1.4: 200 1 100 60 5 90 100 60 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.5.6.3.3.4.5.2.1.1 Odd positioned groups of 2 from 7.12.1.4.2.3.2.1.7.2: 70 5 9 3 200 70 30 600 20 5 40 100 9 5 Total: 1166 = 2 x 11 x 53. 7.12.1.5.6.3.3.4.5.2.1.2 Even positioned groups of 2 from 7.12.1.4.2.3.2.1.7.2: 100 60 60 40 5 100 8 9 3 60 5 1 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.5.6.3.3.4.5.2.2 Odd positioned groups of 1 from 7.12.1.4.2.3.2.3.1.1: 100 5 30 40 70 7 300 200 9 9 9 5 40 100 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.5.6.3.3.4.6 Even positioned groups of 1 from 7.12.1.4.2.3.2.3.1.1: 9 50 5 60 20 80 1 80 70 90 4 100 60 9 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.5.6.3.3.4.6.1 Odd positioned groups of 2 from 7.12.1.4.2.3.2.3.2.1: 10 1 40 100 90 70 60 40 90 600 60 40 70 5 Total: 1276 = 2 x 2 x 11 x 29. 7.12.1.5.6.3.3.4.6.1.1 Even positioned groups of 2 from 7.12.1.4.2.3.2.3.2.1: 90 10 9 4 300 7 600 60 10 80 60 90 Total: 1320 = 2 x 2 x 2 x 3 x 5 x 11. 7.12.1.5.6.3.3.4.6.1.1.1 Odd positioned groups of 2 from 7.12.1.4.2.3.2.4.1.1: 10 9 5 1 1 60 60 5 200 5 90 9 600 1 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.5.6.3.3.4.6.1.1.2 Even positioned groups of 2 from 7.12.1.4.2.3.2.4.1.1: 60 90 60 8 100 9 80 20 7 1 5 60 5 100 Total: 605 = 5 x 11 x 11. 7.12.1.5.6.3.3.4.6.1.1.3 Odd positioned groups of 7 from 7.12.1.4.2.3.2.4.1.1: 8 1 60 100 9 60 5 9 5 60 600 1 5 100 Total: 1023 = 3 x 11 x 31. 7.12.1.5.6.3.3.4.6.1.1.4 Even positioned groups of 7 from 7.12.1.4.2.3.2.4.1.1: 10 9 60 90 5 1 60 80 20 200 5 7 1 90 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.5.6.3.3.4.6.1.1.4.1 Odd positioned groups of 3 from 7.12.1.4.2.3.2.4.1.2: 60 90 9 9 9 7 2 40 9 30 20 100 Total: 385 = 5 x 7 x 11. 7.12.1.5.6.3.3.4.6.1.1.4.2 Even positioned groups of 3 from 7.12.1.4.2.3.2.4.1.2: 90 60 1 600 100 9 60 5 400 90 10 60 Total: 1485 = 3 x 3 x 3 x 5 x 11. 7.12.1.5.6.3.3.4.6.1.2 Odd positioned groups of 2 from 7.12.1.4.2.3.4.2.4.2: 9 6 9 20 40 1 200 70 40 1 1 9 40 60 Total: 506 = 2 x 11 x 23. 7.12.1.5.6.3.3.4.6.1.3 Even positioned groups of 2 from 7.12.1.4.2.3.4.2.4.2: 7 100 1 100 8 5 5 100 100 1 5 9 100 9 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.5.6.3.3.4.6.1.4 Odd positioned groups of 6 from 7.12.1.4.2.3.4.3.1.1: 4 7 600 1 9 60 5 100 7 90 1 40 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.5.6.3.3.4.6.1.4.1 Even positioned groups of 6 from 7.12.1.4.2.3.4.3.1.1: 90 100 60 60 40 60 80 60 200 5 5 10 Total: 770 = 2 x 5 x 7 x 11. 7.12.1.5.6.3.3.4.6.1.4.1.1 Odd positioned groups of 3 from 7.12.1.4.2.3.4.3.2.3: 90 70 5 40 1 100 600 90 1 70 9 90 Total: 1166 = 2 x 11 x 53. 7.12.1.5.6.3.3.4.6.1.4.1.2 Even positioned groups of 3 from 7.12.1.4.2.3.4.3.2.3: 100 7 40 9 3 60 1 9 90 10 1 9 70 60 4 Total: 473 = 11 x 43. 7.12.1.5.6.3.3.4.6.1.4.2 Odd positioned groups of 9 from 7.12.1.4.2.4.2.2.2.1: 90 70 40 60 90 400 1 30 60 10 100 80 1 5 3 5 6 60 Total: 1111 = 11 x 101. SF: 112 = 2 x 2 x 2 x 2 x 7. 7.12.1.5.6.3.3.4.6.2 Even positioned groups of 9 from 7.12.1.4.2.4.2.2.2.1: 9 20 70 40 90 40 1 200 3 Total: 473 = 11 x 43. 7.12.1.5.6.3.3.4.6.2.1 Odd positioned groups of 3 from 7.12.1.4.2.4.2.2.4.1: 1 10 9 9 100 5 60 200 200 1 20 1 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.5.6.3.3.4.6.2.1.1 Even positioned groups of 3 from 7.12.1.4.2.4.2.2.4.1: 1 40 70 3 400 20 20 60 200 90 70 5 Total: 979 = 11 x 89. 7.12.1.5.6.3.3.4.6.2.1.2 Odd positioned groups of 6 from 7.12.1.4.2.4.3.2.2.2: 100 5 20 5 9 7 5 9 90 100 600 40 Total: 990 = 2 x 3 x 3 x 5 x 11. 7.12.1.5.6.3.3.4.6.2.1.2.1 Even positioned groups of 6 from 7.12.1.4.2.4.3.2.2.2: 90 60 80 1 90 1 10 1 20 7 90 100 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.5.6.3.3.4.6.2.1.2.2 Odd positioned groups of 1 from 7.12.1.4.2.4.3.2.2.3: 90 9 100 20 200 600 70 9 5 90 20 3 Total: 1216 = 2 x 2 x 2 x 2 x 2 x 2 x 19. 7.12.1.5.6.3.3.4.6.2.2 Even positioned groups of 1 from 7.12.1.4.2.4.3.2.2.3: 1 60 5 5 100 60 1 50 9 100 5 60 Total: 456 = 2 x 2 x 2 x 3 x 19. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.3.4.6.2.2.1 Odd positioned groups of 1 from 7.12.1.4.2.4.3.2.3.1: 300 80 90 9 200 100 100 100 60 60 20 3 Total: 1122 = 2 x 3 x 11 x 17. 7.12.1.5.6.3.3.4.6.2.2.2 Even positioned groups of 1 from 7.12.1.4.2.4.3.2.3.1: 1 9 1 60 40 60 60 1 70 40 5 60 Total: 407 = 11 x 37. 7.12.1.5.6.3.3.4.6.2.2.2.1 Odd positioned groups of 2 from 7.12.1.4.2.4.4.3.1.1: 20 600 10 200 1 80 40 1 1 10 7 30 10 1 5 40 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.5.6.3.3.4.6.2.2.2.2 Even positioned groups of 2 from 7.12.1.4.2.4.4.3.1.1: 80 1 30 5 8 7 200 4 10 1 60 30 9 6 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.5.6.3.3.4.6.3 Odd positioned groups of 2 from 7.12.1.4.2.4.4.3.1.2: 10 1 70 5 30 600 3 60 90 5 1 30 5 2 20 3 Total: 935 = 5 x 11 x 17. 7.12.1.5.6.3.3.4.6.4 Even positioned groups of 2 from 7.12.1.4.2.4.4.3.1.2: 9 100 90 7 3 60 200 1 7 10 200 40 20 1 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.5.6.3.3.4.6.4.1 Odd positioned groups of 5 from 7.12.1.4.2.4.4.3.1.2: 5 90 7 30 600 1 90 5 7 10 2 20 1 20 3 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.5.6.3.3.4.6.4.1.1 Even positioned groups of 5 from 7.12.1.4.2.4.4.3.1.2: 10 1 9 100 70 3 60 3 60 200 1 30 200 40 5 Total: 792 = 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.5.6.3.3.4.6.4.1.2 Odd positioned groups of 6 from 7.12.1.4.2.4.4.3.1.2: 90 7 30 600 3 60 7 10 1 30 200 40 Total: 1078 = 2 x 7 x 7 x 11. 7.12.1.5.6.3.3.4.6.4.2 Even positioned groups of 6 from 7.12.1.4.2.4.4.3.1.2: 10 1 9 100 70 5 3 60 200 1 90 5 5 2 20 1 20 3 Total: 605 = 5 x 11 x 11. 7.12.1.5.6.3.3.4.6.4.2.1 Odd positioned groups of 2 from 7.12.1.4.2.4.4.3.1.3: 10 1 70 5 80 1 90 7 3 60 200 40 7 30 5 2 20 3 9 6 Total: 649 = 11 x 59. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.5.6.3.3.4.6.4.2.1.1 Even positioned groups of 2 from 7.12.1.4.2.4.4.3.1.3: 9 100 20 600 10 200 30 600 30 5 10 1 60 30 20 1 10 1 5 40 Total: 1782 = 2 x 3 x 3 x 3 x 3 x 11. 7.12.1.5.6.3.3.4.6.4.2.1.2 Odd positioned groups of 2 from 7.12.1.4.2.4.4.3.2.2: 60 40 600 60 4 20 20 5 30 60 9 10 5 20 5 20 Total: 968 = 2 x 2 x 2 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.3.4.6.4.2.2 Even positioned groups of 2 from 7.12.1.4.2.4.4.3.2.2: 1 30 9 40 30 200 70 1 10 10 1 8 7 100 Total: 517 = 11 x 47. 7.12.1.5.6.3.3.5 Odd positioned groups of 5 from 7.12.1.4.2.4.4.3.2.2: 60 9 40 4 20 1 30 60 10 10 20 7 100 5 20 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.5.6.3.3.5.1 Even positioned groups of 5 from 7.12.1.4.2.4.4.3.2.2: 60 40 1 30 600 30 200 20 5 70 9 10 1 8 5 Total: 1089 = 3 x 3 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.3.3.5.1.1 Last half of 15 from 7.12.1.4.2.4.4.3.3.2: 30 200 4 10 10 9 30 60 200 40 10 1 8 7 30 Total: 649 = 11 x 59. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.5.6.3.3.5.1.2 First half of 15 from 7.12.1.4.2.4.4.3.3.2: 100 60 40 5 20 600 1 80 1 30 60 9 600 40 4 Total: 1650 = 2 x 3 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.5.1.3 Odd positioned groups of 5 from 7.12.1.4.2.4.4.4.1.1: 200 90 1 200 100 600 60 600 4 30 20 7 1 9 90 100 9 5 40 1 Total: 2167 = 11 x 197. SF: 208 = 2 x 2 x 2 x 2 x 13. SF: 21 = 3 x 7. 7.12.1.5.6.3.3.5.1.4 Even positioned groups of 5 from 7.12.1.4.2.4.4.4.1.1: 600 1 90 1 100 9 60 200 1 200 5 600 40 9 7 90 90 600 200 100 Total: 3003 = 3 x 7 x 11 x 13. 7.12.1.5.6.3.3.5.1.4.1 Last half of 13 from 7.12.1.4.2.4.5.2.3.2: 100 2 60 20 1 9 90 80 60 200 100 60 10 Total: 792 = 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.5.6.3.3.5.1.4.1.1 First half of 13 from 7.12.1.4.2.4.5.2.3.2: 100 90 80 30 40 60 30 5 9 40 70 9 20 Total: 583 = 11 x 53. 7.12.1.5.6.3.3.5.1.4.1.1.1 Odd positioned groups of 9 from 7.12.1.4.2.4.5.2.3.3: 90 70 1 5 40 60 5 40 60 90 300 200 600 200 100 10 1 9 Total: 1881 = 3 x 3 x 11 x 19. 7.12.1.5.6.3.3.5.1.4.1.1.2 Even positioned groups of 9 from 7.12.1.4.2.4.5.2.3.3: 9 70 9 100 20 1 1 20 1 Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7. 7.12.1.5.6.3.3.5.1.4.1.1.2.1 Odd positioned groups of 3 from 7.12.1.4.2.4.6.1.1.1: 5 600 60 1 200 90 100 1 200 9 5 5 Total: 1276 = 2 x 2 x 11 x 29. 7.12.1.5.6.3.3.5.1.4.1.1.2.2 Even positioned groups of 3 from 7.12.1.4.2.4.6.1.1.1: 9 1 90 40 5 20 40 80 5 7 90 5 40 90 600 Total: 1122 = 2 x 3 x 11 x 17. 7.12.1.5.6.3.3.5.1.4.1.2 Odd positioned groups of 1 from 7.12.1.4.2.5.1.3.8.3: 5 400 9 5 1 9 5 5 3 80 5 90 60 60 20 3 Total: 760 = 2 x 2 x 2 x 5 x 19. 7.12.1.5.6.3.3.5.1.4.2 Even positioned groups of 1 from 7.12.1.4.2.5.1.3.8.3: 90 1 80 2 90 20 50 80 1 5 9 100 70 40 5 60 Total: 703 = 19 x 37. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.5.6.3.3.5.1.5 Odd positioned groups of 4 from 7.12.1.4.2.5.1.3.8.3: 5 90 400 1 1 90 9 20 3 1 80 5 60 70 60 40 Total: 935 = 5 x 11 x 17. 7.12.1.5.6.3.3.5.1.6 Even positioned groups of 4 from 7.12.1.4.2.5.1.3.8.3: 9 80 5 2 5 50 5 80 5 9 90 100 20 5 3 60 Total: 528 = 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.5.6.3.3.5.1.7 Last half of 8 from 7.12.1.4.2.5.1.3.8.4: 400 60 30 5 40 60 9 4 Total: 608 = 2 x 2 x 2 x 2 x 2 x 19. 7.12.1.5.6.3.3.5.1.8 First half of 8 from 7.12.1.4.2.5.1.3.8.4: 100 60 200 100 60 40 7 3 Total: 570 = 2 x 3 x 5 x 19. 7.12.1.5.6.3.3.5.2 Odd positioned groups of 2 from 7.12.1.4.2.5.1.4.1.2: 1 40 90 7 90 1 9 100 200 100 90 9 Total: 737 = 11 x 67. SF: 78 = 2 x 3 x 13. 7.12.1.5.6.3.3.5.2.1 Even positioned groups of 2 from 7.12.1.4.2.5.1.4.1.2: 70 5 20 9 9 60 1 90 600 60 10 1 Total: 935 = 5 x 11 x 17. 7.12.1.5.6.3.3.5.2.2 Odd positioned groups of 2 from 7.12.1.4.2.5.3.1.2.1: 40 10 7 30 300 90 7 90 1 90 600 90 200 80 9 600 100 10 Total: 2354 = 2 x 11 x 107. 7.12.1.5.6.3.3.5.2.2.1 Even positioned groups of 2 from 7.12.1.4.2.5.3.1.2.1: 1 8 10 5 1 200 60 2 60 30 60 40 60 60 30 1 1 9 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.5.6.3.3.5.2.2.1.1 Odd positioned groups of 3 from 7.12.1.4.2.5.3.2.3.1: 200 9 600 9 600 1 3 30 9 60 60 7 200 30 4 10 80 2 Total: 1914 = 2 x 3 x 11 x 29. 7.12.1.5.6.3.3.5.2.2.1.2 Even positioned groups of 3 from 7.12.1.4.2.5.3.2.3.1: 60 60 10 1 5 5 40 200 200 60 200 60 5 90 5 60 5 1 Total: 1067 = 11 x 97. 7.12.1.5.6.3.3.5.2.2.2 Odd positioned groups of 2 from 7.12.1.4.2.5.3.2.3.2: 90 100 9 1 100 90 5 20 100 100 100 200 60 90 100 5 70 3 Total: 1243 = 11 x 113. 7.12.1.5.6.3.3.5.2.2.2.1 Even positioned groups of 2 from 7.12.1.4.2.5.3.2.3.2: 100 9 90 40 3 100 1 60 3 200 90 9 5 600 600 1 40 40 Total: 1991 = 11 x 181. 7.12.1.5.6.3.3.5.2.2.2.1.1 Odd positioned groups of 4 from 7.12.1.4.2.5.3.2.3.2: 90 100 100 9 100 90 3 100 100 100 3 200 60 90 5 600 70 3 40 40 Total: 1903 = 11 x 173. 7.12.1.5.6.3.3.5.2.2.2.1.2 Even positioned groups of 4 from 7.12.1.4.2.5.3.2.3.2: 9 1 90 40 5 20 1 60 100 200 90 9 100 5 600 1 Total: 1331 = 11 x 11 x 11. 7.12.1.5.6.3.3.5.2.2.2.2 Odd positioned groups of 2 from 7.12.1.4.2.5.3.2.4.2: 7 90 10 9 5 1 70 5 90 100 1 20 40 90 7 7 4 5 Total: 561 = 3 x 11 x 17. 7.12.1.5.6.3.3.5.3 Even positioned groups of 2 from 7.12.1.4.2.5.3.2.4.2: 60 200 30 40 9 60 10 40 40 60 20 5 600 9 90 70 100 20 Total: 1463 = 7 x 11 x 19. 7.12.1.5.6.3.3.5.4 Last half of 18 from 7.12.1.4.2.5.3.2.4.2: 7 90 60 200 10 9 30 40 5 1 9 60 70 5 10 40 90 100 Total: 836 = 2 x 2 x 11 x 19. 7.12.1.5.6.3.3.5.4.1 First half of 18 from 7.12.1.4.2.5.3.2.4.2: 40 60 1 20 20 5 40 90 600 9 7 7 90 70 4 5 100 20 Total: 1188 = 2 x 2 x 3 x 3 x 3 x 11. 7.12.1.5.6.3.3.5.4.1.1 Odd positioned groups of 1 from 7.12.1.4.2.5.3.2.5.1: 200 600 7 10 60 9 5 7 1 5 600 60 3 9 40 5 200 60 Total: 1881 = 3 x 3 x 11 x 19. 7.12.1.5.6.3.3.5.4.1.2 Even positioned groups of 1 from 7.12.1.4.2.5.3.2.5.1: 9 60 60 30 10 600 7 9 1 5 1 5 30 40 100 60 200 60 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.5.6.3.3.5.4.1.3 Odd positioned groups of 6 from 7.12.1.4.2.5.3.2.5.1: 10 30 60 10 9 600 5 5 600 1 60 5 5 60 200 200 60 60 Total: 1980 = 2 x 2 x 3 x 3 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.3.5.4.1.4 Even positioned groups of 6 from 7.12.1.4.2.5.3.2.5.1: 200 9 600 60 7 60 5 7 7 9 1 1 3 30 9 40 40 100 Total: 1188 = 2 x 2 x 3 x 3 x 3 x 11. 7.12.1.5.6.3.3.5.4.2 Odd positioned groups of 4 from 7.12.1.4.2.5.3.2.5.2: 90 100 100 9 9 1 90 40 100 90 3 100 5 20 1 60 100 100 3 200 Total: 1221 = 3 x 11 x 37. 7.12.1.5.6.3.3.6 Even positioned groups of 4 from 7.12.1.4.2.5.3.2.5.2: 90 200 9 40 90 30 90 90 60 9 70 10 90 60 40 1 Total: 979 = 11 x 89. 7.12.1.5.6.3.4 Last half of 18 from 7.12.1.4.2.5.3.2.6.6: 9 10 1 5 40 60 1 20 7 100 60 200 200 60 30 90 4 5 Total: 902 = 2 x 11 x 41. 7.12.1.5.6.3.4.1 First half of 18 from 7.12.1.4.2.5.3.2.6.6: 5 600 40 70 80 5 7 90 70 4 5 100 20 1 2 70 60 3 Total: 1232 = 2 x 2 x 2 x 2 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.4.2 Odd positioned groups of 1 from 7.12.1.4.2.5.3.3.2.1: 200 600 7 10 60 9 5 7 1 5 600 60 3 9 40 5 200 60 Total: 1881 = 3 x 3 x 11 x 19. 7.12.1.5.6.3.4.3 Even positioned groups of 1 from 7.12.1.4.2.5.3.3.2.1: 9 60 60 30 10 600 7 9 1 5 1 5 30 40 100 60 200 60 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.5.6.3.4.4 Odd positioned groups of 6 from 7.12.1.4.2.5.3.3.2.1: 10 30 60 10 9 600 5 5 600 1 60 5 5 60 200 200 60 60 Total: 1980 = 2 x 2 x 3 x 3 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.3.4.5 Even positioned groups of 6 from 7.12.1.4.2.5.3.3.2.1: 200 9 600 60 7 60 5 7 7 9 1 1 3 30 9 40 40 100 Total: 1188 = 2 x 2 x 3 x 3 x 3 x 11. 7.12.1.5.6.3.4.6 Odd positioned groups of 4 from 7.12.1.4.2.5.3.3.2.2: 90 100 100 9 9 1 90 40 100 90 3 100 5 20 1 60 100 100 3 200 Total: 1221 = 3 x 11 x 37. 7.12.1.5.6.3.4.6.1 Even positioned groups of 4 from 7.12.1.4.2.5.3.3.2.2: 90 200 9 40 90 30 90 90 60 9 70 10 90 60 40 1 Total: 979 = 11 x 89. 7.12.1.5.6.3.4.6.1.1 Odd positioned groups of 2 from 7.12.1.4.2.5.3.3.3.3: 100 7 1 9 5 90 1 40 90 7 10 30 300 1 90 1 9 100 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.5.6.3.4.6.1.1.1 Even positioned groups of 2 from 7.12.1.4.2.5.3.3.3.3: 90 10 60 70 600 40 70 5 20 9 7 90 80 9 9 60 1 90 Total: 1320 = 2 x 2 x 2 x 3 x 5 x 11. 7.12.1.5.6.3.4.6.1.1.1.1 Odd positioned groups of 3 from 7.12.1.4.2.5.3.3.3.4: 60 30 5 400 80 9 8 7 30 200 4 5 40 7 1 200 20 5 Total: 1111 = 11 x 101. SF: 112 = 2 x 2 x 2 x 2 x 7. 7.12.1.5.6.3.4.6.1.1.1.2 Even positioned groups of 3 from 7.12.1.4.2.5.3.3.3.4: 40 60 40 90 100 60 5 40 60 1 200 100 200 100 60 3 60 200 Total: 1419 = 3 x 11 x 43. 7.12.1.5.6.3.4.6.1.1.2 Odd positioned groups of 12 from 7.12.1.4.2.5.3.3.3.4: 8 7 30 5 40 60 200 4 5 1 200 100 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.5.6.3.4.6.1.1.2.1 Even positioned groups of 12 from 7.12.1.4.2.5.3.3.3.4: 60 30 5 40 60 40 400 80 9 90 100 60 40 7 1 200 100 60 200 20 5 3 60 200 Total: 1870 = 2 x 5 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.5.6.3.4.6.1.1.2.1.1 Odd positioned groups of 3 from 7.12.1.4.2.5.3.3.4.1: 600 90 60 40 1 200 60 9 90 90 60 200 5 4 60 1 90 1 Total: 1661 = 11 x 151. 7.12.1.5.6.3.4.6.1.1.2.1.2 Even positioned groups of 3 from 7.12.1.4.2.5.3.3.4.1: 200 90 9 100 600 100 60 9 7 90 60 200 10 9 30 40 60 9 Total: 1683 = 3 x 3 x 11 x 17. 7.12.1.5.6.3.4.6.1.1.2.2 Odd positioned groups of 12 from 7.12.1.4.2.5.3.3.4.1: 60 9 90 60 9 7 90 60 200 90 60 200 Total: 935 = 5 x 11 x 17. 7.12.1.5.6.3.4.6.1.2 Even positioned groups of 12 from 7.12.1.4.2.5.3.3.4.1: 600 90 60 200 90 9 40 1 200 100 600 100 5 4 60 10 9 30 1 90 1 40 60 9 Total: 2409 = 3 x 11 x 73. 7.12.1.5.6.3.4.6.2 Odd positioned groups of 6 from 7.12.1.4.2.5.3.3.4.2: 9 1 200 100 600 60 200 10 1 70 5 10 60 40 1 20 9 1 Total: 1397 = 11 x 127. 7.12.1.5.6.4 Even positioned groups of 6 from 7.12.1.4.2.5.3.3.4.2: 100 5 20 5 3 5 90 9 10 1 9 60 60 40 7 3 5 30 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.5.6.4.1 Last half of 18 from 7.12.1.4.2.5.3.3.4.2: 100 5 20 5 3 5 9 1 200 100 600 60 90 9 10 1 9 60 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.5.6.4.1.1 First half of 18 from 7.12.1.4.2.5.3.3.4.2: 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 Total: 572 = 2 x 2 x 11 x 13. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.4.1.1.1 Odd positioned groups of 3 from 7.12.1.4.2.5.3.3.5.1: 600 90 60 40 1 200 60 9 90 90 60 200 5 4 60 1 90 1 Total: 1661 = 11 x 151. 7.12.1.5.6.4.1.1.1.1 Even positioned groups of 3 from 7.12.1.4.2.5.3.3.5.1: 200 90 9 100 600 100 60 9 7 90 60 200 10 9 30 40 60 9 Total: 1683 = 3 x 3 x 11 x 17. 7.12.1.5.6.4.1.1.1.2 Odd positioned groups of 12 from 7.12.1.4.2.5.3.3.5.1: 60 9 90 60 9 7 90 60 200 90 60 200 Total: 935 = 5 x 11 x 17. 7.12.1.5.6.4.1.1.1.3 Even positioned groups of 12 from 7.12.1.4.2.5.3.3.5.1: 600 90 60 200 90 9 40 1 200 100 600 100 5 4 60 10 9 30 1 90 1 40 60 9 Total: 2409 = 3 x 11 x 73. 7.12.1.5.6.4.1.1.1.4 Odd positioned groups of 2 from 7.12.1.4.2.5.3.3.5.2: 100 7 1 9 5 90 1 40 90 7 10 30 300 1 90 1 9 100 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.5.6.4.1.1.2 Even positioned groups of 2 from 7.12.1.4.2.5.3.3.5.2: 90 10 60 70 600 40 70 5 20 9 7 90 80 9 9 60 1 90 Total: 1320 = 2 x 2 x 2 x 3 x 5 x 11. 7.12.1.5.6.4.1.2 Odd positioned groups of 6 from 7.12.1.4.2.5.3.3.6.3: 9 1 200 100 600 60 200 10 1 70 5 10 60 40 1 20 9 1 Total: 1397 = 11 x 127. 7.12.1.5.6.4.1.2.1 Even positioned groups of 6 from 7.12.1.4.2.5.3.3.6.3: 100 5 20 5 3 5 90 9 10 1 9 60 60 40 7 3 5 30 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.5.6.4.1.2.2 Last half of 18 from 7.12.1.4.2.5.3.3.6.3: 100 5 20 5 3 5 9 1 200 100 600 60 90 9 10 1 9 60 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.5.6.4.1.2.3 First half of 18 from 7.12.1.4.2.5.3.3.6.3: 200 10 1 70 5 10 60 40 7 3 5 30 60 40 1 20 9 1 Total: 572 = 2 x 2 x 11 x 13. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.4.1.2.4 Odd positioned groups of 3 from 7.12.1.4.2.5.3.3.6.4: 60 30 5 400 80 9 8 7 30 200 4 5 40 7 1 200 20 5 Total: 1111 = 11 x 101. SF: 112 = 2 x 2 x 2 x 2 x 7. 7.12.1.5.6.4.2 Even positioned groups of 3 from 7.12.1.4.2.5.3.3.6.4: 40 60 40 90 100 60 5 40 60 1 200 100 200 100 60 3 60 200 Total: 1419 = 3 x 11 x 43. 7.12.1.5.6.4.2.1 Odd positioned groups of 12 from 7.12.1.4.2.5.3.3.6.4: 8 7 30 5 40 60 200 4 5 1 200 100 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.5.6.4.2.1.1 Even positioned groups of 12 from 7.12.1.4.2.5.3.3.6.4: 60 30 5 40 60 40 400 80 9 90 100 60 40 7 1 200 100 60 200 20 5 3 60 200 Total: 1870 = 2 x 5 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.5.6.4.2.1.1.1 Odd positioned groups of 2 from 7.12.1.4.2.5.3.4.1.1: 40 10 7 30 300 90 7 90 1 90 600 90 200 80 9 600 100 10 Total: 2354 = 2 x 11 x 107. 7.12.1.5.6.4.2.1.1.2 Even positioned groups of 2 from 7.12.1.4.2.5.3.4.1.1: 1 8 10 5 1 200 60 2 60 30 60 40 60 60 30 1 1 9 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.5.6.4.2.1.2 Last half of 18 from 7.12.1.4.2.5.3.4.2.6: 9 10 1 5 40 60 1 20 7 100 60 200 200 60 30 90 4 5 Total: 902 = 2 x 11 x 41. 7.12.1.5.6.4.2.2 First half of 18 from 7.12.1.4.2.5.3.4.2.6: 5 600 40 70 80 5 7 90 70 4 5 100 20 1 2 70 60 3 Total: 1232 = 2 x 2 x 2 x 2 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.4.2.2.1 Last half of 9 from 7.12.1.4.2.5.4.3.1.1: 9 7 200 40 10 80 1 70 1 Total: 418 = 2 x 11 x 19. 7.12.1.5.6.4.2.2.2 First half of 9 from 7.12.1.4.2.5.4.3.1.1: 200 5 70 5 90 1 90 60 40 Total: 561 = 3 x 11 x 17. 7.12.1.5.6.4.2.2.2.1 Odd positioned groups of 6 from 7.12.1.4.2.5.4.3.1.5: 90 1 200 80 1 90 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.5.6.4.2.2.2.2 Even positioned groups of 6 from 7.12.1.4.2.5.4.3.1.5: 80 60 40 1 70 200 100 60 60 40 3 1 Total: 715 = 5 x 11 x 13. 7.12.1.5.6.4.2.2.2.3 Odd positioned groups of 12 from 7.12.1.4.2.6.2.1.1.3: 4 90 9 5 60 5 2 1 300 20 3 40 Total: 539 = 7 x 7 x 11. 7.12.1.5.6.4.2.2.2.3.1 Even positioned groups of 12 from 7.12.1.4.2.6.2.1.1.3: 40 1 70 80 10 80 60 90 30 100 60 20 5 60 1 1 1 90 90 9 9 1 80 200 Total: 1188 = 2 x 2 x 3 x 3 x 3 x 11. 7.12.1.5.6.4.2.2.2.3.2 Last half of 18 from 7.12.1.4.2.6.2.1.1.3: 40 1 70 80 10 80 60 90 30 100 60 20 4 90 9 5 60 5 Total: 814 = 2 x 11 x 37. 7.12.1.5.6.4.2.2.2.3.2.1 First half of 18 from 7.12.1.4.2.6.2.1.1.3: 2 1 300 20 3 40 5 60 1 1 1 90 90 9 9 1 80 200 Total: 913 = 11 x 83. 7.12.1.5.6.4.2.2.2.3.2.2 Odd positioned groups of 12 from 7.12.1.4.2.6.2.1.1.4: 1 100 40 30 5 600 1 60 100 40 1 1 Total: 979 = 11 x 89. 7.12.1.5.6.4.2.2.2.4 Even positioned groups of 12 from 7.12.1.4.2.6.2.1.1.4: 100 40 200 5 8 60 9 5 5 40 9 20 5 5 1 60 7 100 9 9 5 30 40 9 Total: 781 = 11 x 71. 7.12.1.5.6.4.2.2.2.4.1 Odd positioned groups of 3 from 7.12.1.4.2.6.2.2.1.1: 70 60 7 60 1 400 200 60 4 7 5 600 Total: 1474 = 2 x 11 x 67. 7.12.1.5.6.4.2.2.2.4.1.1 Even positioned groups of 3 from 7.12.1.4.2.6.2.2.1.1: 5 200 1 200 9 60 50 40 200 60 5 200 5 60 60 Total: 1155 = 3 x 5 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.4.2.2.2.4.1.2 Odd positioned groups of 6 from 7.12.1.4.2.6.3.1.2.2: 9 6 200 5 600 60 30 1 5 60 100 9 100 5 100 5 60 20 Total: 1375 = 5 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.4.2.2.2.4.1.2.1 Even positioned groups of 6 from 7.12.1.4.2.6.3.1.2.2: 1 40 5 40 70 10 5 5 2 20 90 1 1 90 9 1 200 70 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.5.6.4.2.2.2.4.1.2.2 Odd positioned groups of 12 from 7.12.1.4.2.6.3.1.5.2: 1 100 40 2 9 20 7 80 9 30 9 1 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.5.6.4.2.2.2.4.2 Even positioned groups of 12 from 7.12.1.4.2.6.3.1.5.2: 60 9 70 5 600 40 60 200 5 9 9 6 9 20 1 9 100 1 20 9 1 100 5 5 Total: 1353 = 3 x 11 x 41. 7.12.1.5.6.4.2.2.2.4.2.1 Odd positioned groups of 4 from 7.12.1.4.2.6.3.1.5.3: 60 200 5 9 60 100 1 80 9 20 9 20 60 200 9 70 1 100 5 5 Total: 1023 = 3 x 11 x 31. 7.12.1.5.6.4.2.2.2.4.2.2 Even positioned groups of 4 from 7.12.1.4.2.6.3.1.5.3: 9 6 60 40 1 100 40 2 1 9 100 1 3 600 20 9 Total: 1001 = 7 x 11 x 13. 7.12.1.5.6.4.3 Odd positioned groups of 9 from 7.12.1.4.2.6.3.1.5.3: 100 1 80 1 100 40 2 9 20 70 3 600 20 9 1 100 5 5 Total: 1166 = 2 x 11 x 53. 7.12.1.5.6.4.3.1 Even positioned groups of 9 from 7.12.1.4.2.6.3.1.5.3: 60 200 5 9 9 6 60 40 60 9 20 1 9 100 1 60 200 9 Total: 858 = 2 x 3 x 11 x 13. 7.12.1.5.6.4.3.2 Odd positioned groups of 4 from 7.12.1.4.2.6.3.1.10.1: 60 100 20 8 70 5 90 70 60 200 5 9 60 30 20 1 1 9 60 200 3 600 1 100 Total: 1782 = 2 x 3 x 3 x 3 x 3 x 11. 7.12.1.5.6.4.3.2.1 Even positioned groups of 4 from 7.12.1.4.2.6.3.1.10.1: 10 5 10 1 30 60 4 9 60 200 7 600 60 40 40 1 8 600 60 40 1 100 40 60 Total: 2046 = 2 x 3 x 11 x 31. 7.12.1.5.6.4.3.2.2 Odd positioned groups of 12 from 7.12.1.4.2.6.3.1.10.4: 60 9 10 5 60 9 600 40 90 70 1 10 9 20 60 40 90 60 100 1 60 200 9 70 Total: 1683 = 3 x 3 x 11 x 17. 7.12.1.5.6.4.3.2.2.1 Even positioned groups of 12 from 7.12.1.4.2.6.3.1.10.4: 5 9 60 200 60 200 70 5 7 600 80 60 20 7 3 600 20 9 20 5 40 60 7 20 Total: 2167 = 11 x 197. SF: 208 = 2 x 2 x 2 x 2 x 13. SF: 21 = 3 x 7. 7.12.1.5.6.4.3.2.2.2 Last half of 8 from 7.12.1.4.2.6.3.2.4.2: 9 100 5 9 20 1 20 100 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.5.6.4.3.2.3 First half of 8 from 7.12.1.4.2.6.3.2.4.2: 2 60 5 90 1 40 100 10 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.5.6.4.3.2.4 Odd positioned groups of 2 from 7.12.1.4.2.6.3.2.7.2: 400 80 200 4 90 40 Total: 814 = 2 x 11 x 37. 7.12.1.5.6.4.3.2.5 Even positioned groups of 2 from 7.12.1.4.2.6.3.2.7.2: 1 90 60 5 40 90 Total: 286 = 2 x 11 x 13. SF: 26 = 2 x 13. 7.12.1.5.6.4.3.2.5.1 Odd positioned groups of 2 from 7.12.1.4.2.6.3.2.7.4: 80 1 80 1 7 40 Total: 209 = 11 x 19. 7.12.1.5.6.4.3.2.5.1.1 Even positioned groups of 2 from 7.12.1.4.2.6.3.2.7.4: 9 30 2 60 40 90 Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7. 7.12.1.5.6.4.3.2.5.1.1.1 Odd positioned groups of 4 from 7.12.1.4.2.6.3.2.7.4: 80 1 9 30 7 40 40 90 Total: 297 = 3 x 3 x 3 x 11. 7.12.1.5.6.4.3.2.5.1.1.2 Even positioned groups of 4 from 7.12.1.4.2.6.3.2.7.4: 80 1 2 60 Total: 143 = 11 x 13. 7.12.1.5.6.4.3.2.5.1.2 Last half of 13 from 7.12.1.4.2.6.5.1.2.2: 1 20 20 1 100 40 30 30 9 100 200 20 100 Total: 671 = 11 x 61. 7.12.1.5.6.4.3.2.5.2 First half of 13 from 7.12.1.4.2.6.5.1.2.2: 90 1 60 5 70 9 600 5 100 5 5 600 1 Total: 1551 = 3 x 11 x 47. 7.12.1.5.6.4.3.2.5.2.1 Odd positioned groups of 3 from 7.12.1.4.2.6.5.1.4.2: 60 40 60 20 1 2 1 200 100 Total: 484 = 2 x 2 x 11 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.4.3.2.5.2.1.1 Even positioned groups of 3 from 7.12.1.4.2.6.5.1.4.2: 80 1 20 400 20 1 5 5 40 Total: 572 = 2 x 2 x 11 x 13. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.4.3.2.5.2.1.2 Last half of 9 from 7.12.1.4.2.6.5.1.4.2: 80 1 20 60 40 60 400 20 1 Total: 682 = 2 x 11 x 31. 7.12.1.5.6.4.3.2.5.2.2 First half of 9 from 7.12.1.4.2.6.5.1.4.2: 20 1 2 5 5 40 1 200 100 Total: 374 = 2 x 11 x 17. 7.12.1.5.6.4.3.2.6 Odd positioned groups of 2 from 7.12.1.4.2.6.6.1.2.1: 9 1 600 9 40 60 1 200 1 200 200 5 100 10 7 20 Total: 1463 = 7 x 11 x 19. 7.12.1.5.6.4.4 Even positioned groups of 2 from 7.12.1.4.2.6.6.1.2.1: 30 20 5 90 9 90 4 90 40 4 9 200 5 20 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.5.6.4.4.1 Odd positioned groups of 6 from 7.12.1.4.2.6.6.1.2.2: 10 600 40 400 1 80 60 40 7 80 30 60 Total: 1408 = 2 x 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.5.6.4.4.1.1 Even positioned groups of 6 from 7.12.1.4.2.6.6.1.2.2: 40 5 7 60 60 1 40 1 5 40 100 100 1 5 9 20 9 3 Total: 506 = 2 x 11 x 23. 7.12.1.5.6.4.4.1.2 Odd positioned groups of 1 from 7.12.1.4.2.6.6.2.1.1: 20 5 8 1 2 7 80 90 60 100 5 100 60 100 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.5.6.4.4.1.3 Even positioned groups of 1 from 7.12.1.4.2.6.6.2.1.1: 9 4 200 600 9 5 100 60 40 70 20 9 40 Total: 1166 = 2 x 11 x 53. 7.12.1.5.6.4.4.1.3.1 Odd positioned groups of 9 from 7.12.1.4.2.6.6.2.1.1: 20 9 5 4 8 200 1 600 2 100 70 5 20 100 9 60 40 100 Total: 1353 = 3 x 11 x 41. 7.12.1.5.6.4.4.1.3.1.1 Even positioned groups of 9 from 7.12.1.4.2.6.6.2.1.1: 9 7 5 80 100 90 60 60 40 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.5.6.4.4.1.3.1.1.1 Odd positioned groups of 3 from 7.12.1.4.2.6.6.2.2.2: 10 70 7 600 9 1 20 9 9 10 1 90 Total: 836 = 2 x 2 x 11 x 19. 7.12.1.5.6.4.4.1.3.1.1.2 Even positioned groups of 3 from 7.12.1.4.2.6.6.2.2.2: 90 80 80 30 9 5 9 7 5 600 9 5 7 9 1 Total: 946 = 2 x 11 x 43. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.5.6.4.4.1.3.1.2 Odd positioned groups of 9 from 7.12.1.4.2.6.7.1.2.2: 1 40 9 9 90 8 200 70 600 5 90 70 5 40 100 40 200 40 Total: 1617 = 3 x 7 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.4.4.1.3.2 Even positioned groups of 9 from 7.12.1.4.2.6.7.1.2.2: 7 90 7 100 1 100 1 30 60 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.5.6.4.4.1.3.2.1 Odd positioned groups of 2 from 7.12.1.4.2.6.7.1.3.1: 60 100 40 70 9 8 60 40 4 40 5 70 60 30 5 1 40 40 Total: 682 = 2 x 11 x 31. 7.12.1.5.6.4.4.1.3.2.1.1 Even positioned groups of 2 from 7.12.1.4.2.6.7.1.3.1: 1 9 30 60 5 60 200 600 40 100 20 200 5 100 8 600 7 1 Total: 2046 = 2 x 3 x 11 x 31. 7.12.1.5.6.4.4.1.3.2.1.2 Last half of 14 from 7.12.1.4.2.6.7.2.3.1: 20 7 5 2 10 1 200 80 200 100 7 20 3 60 Total: 715 = 5 x 11 x 13. 7.12.1.5.6.4.4.1.3.2.1.2.1 First half of 14 from 7.12.1.4.2.6.7.2.3.1: 9 10 60 20 1 10 20 1 100 60 1 200 600 8 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.5.6.4.4.1.3.2.1.2.2 Odd positioned groups of 2 from 7.12.1.4.2.7.1.1.1.2: 70 5 100 5 5 40 5 50 5 9 8 600 Total: 902 = 2 x 11 x 41. 7.12.1.5.6.4.4.1.3.2.2 Even positioned groups of 2 from 7.12.1.4.2.7.1.1.1.2: 1 80 60 40 5 20 3 1 9 70 40 1 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.5.6.4.4.1.3.2.2.1 Odd positioned groups of 4 from 7.12.1.4.2.7.1.1.1.2: 70 5 1 80 5 40 5 20 5 9 9 70 Total: 319 = 11 x 29. 7.12.1.5.6.4.4.1.3.2.2.2 Even positioned groups of 4 from 7.12.1.4.2.7.1.1.1.2: 100 5 60 40 5 50 3 1 8 600 40 1 Total: 913 = 11 x 83. 7.12.1.5.6.4.4.1.3.3 Odd positioned groups of 6 from 7.12.1.4.2.7.1.1.2.2: 10 1 7 100 40 100 9 1 600 60 1 6 Total: 935 = 5 x 11 x 17. 7.12.1.5.6.4.4.1.3.3.1 Even positioned groups of 6 from 7.12.1.4.2.7.1.1.2.2: 9 4 400 9 20 5 20 5 600 300 5 9 Total: 1386 = 2 x 3 x 3 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.4.4.1.3.3.2 Odd positioned groups of 4 from 7.12.1.4.2.7.1.1.4.2: 100 70 5 5 40 20 5 9 90 100 60 9 Total: 513 = 3 x 3 x 3 x 19. SF: 28 = 2 x 2 x 7. 7.12.1.5.6.4.4.1.3.4 Even positioned groups of 4 from 7.12.1.4.2.7.1.1.4.2: 20 5 60 60 9 5 50 9 70 1 200 100 Total: 589 = 19 x 31. 7.12.1.5.6.4.4.1.3.4.1 Last half of 12 from 7.12.1.4.2.7.1.1.4.2: 9 5 50 9 90 100 60 9 70 1 200 100 Total: 703 = 19 x 37. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.5.6.4.4.1.3.4.2 First half of 12 from 7.12.1.4.2.7.1.1.4.2: 100 70 5 5 20 5 60 60 40 20 5 9 Total: 399 = 3 x 7 x 19. 7.12.1.5.6.4.4.1.3.5 Odd positioned groups of 1 from 7.12.1.4.2.7.2.1.1.1: 1 60 1 9 100 5 40 70 60 90 20 5 90 60 60 Total: 671 = 11 x 61. 7.12.1.5.6.4.4.1.3.5.1 Even positioned groups of 1 from 7.12.1.4.2.7.2.1.1.1: 40 9 10 90 60 1 90 5 10 9 5 9 70 3 40 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.5.6.4.4.1.3.5.1.1 Last half of 15 from 7.12.1.4.2.7.2.1.1.2: 1 2 60 10 5 300 1 20 7 20 5 3 60 40 60 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.5.6.4.4.1.3.5.1.1.1 First half of 15 from 7.12.1.4.2.7.2.1.1.2: 60 9 90 60 9 7 9 20 1 100 60 90 80 1 20 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.5.6.4.4.1.3.5.1.1.2 Odd positioned groups of 1 from 7.12.1.4.2.7.2.1.2.1: 90 1 30 100 400 40 40 100 7 90 2 60 100 600 1 Total: 1661 = 11 x 151. 7.12.1.5.6.4.4.1.3.5.1.1.2.1 Even positioned groups of 1 from 7.12.1.4.2.7.2.1.2.1: 60 90 60 9 80 7 100 7 10 1 1 30 9 40 90 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.5.6.4.4.1.3.5.1.1.2.2 Odd positioned groups of 6 from 7.12.1.4.2.7.2.1.2.2: 60 40 200 100 1 200 90 60 90 5 5 40 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.5.6.4.4.1.3.5.1.1.3 Even positioned groups of 6 from 7.12.1.4.2.7.2.1.2.2: 9 30 200 80 9 90 7 40 10 9 1 40 1 2 60 9 90 600 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.5.6.4.4.1.3.5.1.1.4 Odd positioned groups of 1 from 7.12.1.4.2.7.2.3.1.2: 9 60 8 30 1 20 1 7 200 20 5 2 Total: 363 = 3 x 11 x 11. 7.12.1.5.6.4.4.1.3.5.1.2 Even positioned groups of 1 from 7.12.1.4.2.7.2.3.1.2: 40 30 7 200 200 5 200 90 60 1 5 20 Total: 858 = 2 x 3 x 11 x 13. 7.12.1.5.6.4.4.1.3.5.2 Odd positioned groups of 8 from 7.12.1.4.2.7.2.3.2.2: 100 60 90 1 8 5 40 60 200 100 200 100 60 3 60 200 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.5.6.4.4.1.3.5.3 Even positioned groups of 8 from 7.12.1.4.2.7.2.3.2.2: 40 90 100 60 5 40 60 1 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.5.6.4.4.1.3.5.3.1 Last half of 20 from 7.12.1.4.2.7.2.4.3.1: 400 20 1 30 90 10 5 20 5 3 10 1 100 60 40 60 9 1 90 90 Total: 1045 = 5 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.5.6.4.4.1.3.5.3.1.1 First half of 20 from 7.12.1.4.2.7.2.4.3.1: 60 9 90 60 9 7 90 60 40 9 30 60 9 90 7 30 60 60 40 60 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.5.6.4.4.1.3.5.3.1.2 Last half of 16 from 7.12.1.4.2.7.2.4.3.2: 200 1 90 1 40 60 9 600 600 40 4 40 100 5 90 100 Total: 1980 = 2 x 2 x 3 x 3 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.5.6.4.4.1.3.5.3.1.3 First half of 16 from 7.12.1.4.2.7.2.4.3.2: 200 4 1 10 60 9 100 7 9 20 1 2 600 40 90 200 Total: 1353 = 3 x 11 x 41. 7.12.1.5.6.4.4.1.3.5.3.1.4 Odd positioned groups of 6 from 7.12.1.4.2.7.2.4.3.3: 90 60 200 1 90 1 30 60 9 90 7 30 90 100 60 60 40 60 Total: 1078 = 2 x 7 x 7 x 11. 7.12.1.5.6.4.4.1.3.5.3.2 Even positioned groups of 6 from 7.12.1.4.2.7.2.4.3.3: 60 9 90 60 9 7 40 60 9 600 40 9 600 40 4 40 100 5 Total: 1782 = 2 x 3 x 3 x 3 x 3 x 11. 7.12.1.5.6.4.4.1.3.5.4 Odd positioned groups of 12 from 7.12.1.4.2.7.2.4.3.4: 90 10 5 20 5 3 10 1 9 20 1 2 Total: 176 = 2 x 2 x 2 x 2 x 11. 7.12.1.5.6.4.4.1.3.6 Even positioned groups of 12 from 7.12.1.4.2.7.2.4.3.4: 400 20 1 30 200 4 1 10 60 9 100 7 600 40 90 200 100 60 40 60 9 1 90 90 Total: 2222 = 2 x 11 x 101. 7.12.1.5.6.4.4.1.4 Odd positioned groups of 2 from 7.12.1.4.2.9.1.2.2.1: 60 9 60 200 6 200 30 200 10 9 40 1 Total: 825 = 3 x 5 x 5 x 11. 7.12.1.5.6.4.4.1.4.1 Even positioned groups of 2 from 7.12.1.4.2.9.1.2.2.1: 7 90 1 9 40 100 4 10 100 60 80 5 Total: 506 = 2 x 11 x 23. 7.12.1.5.6.4.4.1.4.2 Odd positioned groups of 1 from 7.12.1.4.2.10.3.1.1.2: 1 3 9 600 90 100 1 5 9 40 200 100 20 9 100 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.5.6.4.4.1.4.2.1 Even positioned groups of 1 from 7.12.1.4.2.10.3.1.1.2: 4 9 5 4 100 90 40 200 5 90 8 60 9 100 90 Total: 814 = 2 x 11 x 37. 7.12.1.5.6.4.4.1.4.2.2 Odd positioned groups of 3 from 7.12.1.4.2.10.3.1.3.1: 200 60 9 9 20 5 200 80 9 20 7 7 20 5 9 100 9 100 Total: 869 = 11 x 79. 7.12.1.5.6.4.4.2 Even positioned groups of 3 from 7.12.1.4.2.10.3.1.3.1: 5 5 5 90 600 90 600 100 10 20 9 3 7 9 600 60 90 40 Total: 2343 = 3 x 11 x 71. 7.12.1.5.6.5 Odd positioned groups of 9 from 7.12.1.4.2.10.3.1.3.1: 90 600 90 200 80 9 600 100 10 7 9 600 100 9 100 60 90 40 Total: 2794 = 2 x 11 x 127. SF: 140 = 2 x 2 x 5 x 7. 7.12.1.5.6.6 Even positioned groups of 9 from 7.12.1.4.2.10.3.1.3.1: 200 60 9 5 5 5 9 20 5 20 7 7 20 9 3 20 5 9 Total: 418 = 2 x 11 x 19. 7.12.1.6 Odd positioned groups of 1 from 7.12.1.4.2.10.3.1.4.2: 1 4 3 9 9 5 8 4 1 9 1 90 600 4 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.6.1 Even positioned groups of 1 from 7.12.1.4.2.10.3.1.4.2: 100 5 40 20 40 400 7 5 200 100 9 7 200 Total: 1133 = 11 x 103. 7.12.1.6.1.1 Odd positioned groups of 4 from 7.12.1.4.2.10.4.1.1.1: 60 400 60 8 600 4 20 100 10 200 1 9 60 40 40 60 Total: 1672 = 2 x 2 x 2 x 11 x 19. 7.12.1.6.1.1.1 Even positioned groups of 4 from 7.12.1.4.2.10.4.1.1.1: 200 90 9 40 20 200 90 90 40 5 80 5 Total: 869 = 11 x 79. 7.12.1.6.1.1.2 Odd positioned groups of 3 from 7.12.1.4.2.10.4.2.3.3: 30 1 80 40 100 4 60 5 600 30 90 5 Total: 1045 = 5 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.6.1.1.2.1 Even positioned groups of 3 from 7.12.1.4.2.10.4.2.3.3: 20 90 60 90 1 40 5 600 40 90 5 1 600 80 5 Total: 1727 = 11 x 157. SF: 168 = 2 x 2 x 2 x 3 x 7. 7.12.1.6.1.1.2.1.1 Odd positioned groups of 1 from 7.12.1.5.3.1.2.1.1.2: 40 5 200 1 5 60 9 20 100 60 600 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.6.1.1.2.1.1.1 Even positioned groups of 1 from 7.12.1.5.3.1.2.1.1.2: 1 9 5 100 1 4 60 1 4 200 Total: 385 = 5 x 7 x 11. 7.12.1.6.1.1.2.1.1.1.1 Odd positioned groups of 1 from 7.12.1.5.3.1.2.1.2.1: 1 7 60 300 5 60 8 3 4 90 1 Total: 539 = 7 x 7 x 11. 7.12.1.6.1.1.2.1.1.1.2 Even positioned groups of 1 from 7.12.1.5.3.1.2.1.2.1: 200 90 9 1 40 40 60 80 90 100 60 Total: 770 = 2 x 5 x 7 x 11. 7.12.1.6.1.1.2.1.1.1.2.1 Odd positioned groups of 3 from 7.12.1.5.3.1.2.1.3.4: 5 9 3 200 4 5 2 1 90 100 600 4 Total: 1023 = 3 x 11 x 31. 7.12.1.6.1.1.2.1.1.1.2.1.1 Even positioned groups of 3 from 7.12.1.5.3.1.2.1.3.4: 200 100 60 9 20 5 60 200 4 90 5 50 Total: 803 = 11 x 73. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.6.1.1.2.1.1.1.2.1.2 Odd positioned groups of 2 from 7.12.1.5.5.1.1.2.4.1: 100 40 80 70 5 200 9 60 5 9 30 1 9 20 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.6.1.1.2.1.1.1.2.2 Even positioned groups of 2 from 7.12.1.5.5.1.1.2.4.1: 1 90 5 5 1 10 40 70 40 9 600 200 4 80 Total: 1155 = 3 x 5 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.1.2.1.1.2 Odd positioned groups of 3 from 7.12.1.5.5.1.4.3.2.1: 100 9 1 300 30 90 4 5 40 60 30 200 80 200 200 Total: 1349 = 19 x 71. 7.12.1.6.1.1.2.1.1.3 Even positioned groups of 3 from 7.12.1.5.5.1.4.3.2.1: 200 90 60 80 8 1 30 9 60 90 60 90 70 5 40 Total: 893 = 19 x 47. 7.12.1.6.1.1.2.1.1.4 Odd positioned groups of 10 from 7.12.1.5.5.1.4.3.2.1: 200 90 60 100 9 1 80 8 1 300 90 60 30 200 70 5 40 80 200 200 Total: 1824 = 2 x 2 x 2 x 2 x 2 x 3 x 19. 7.12.1.6.1.1.2.1.1.4.1 Even positioned groups of 10 from 7.12.1.5.5.1.4.3.2.1: 30 90 30 9 60 4 5 40 90 60 Total: 418 = 2 x 11 x 19. 7.12.1.6.1.1.2.1.1.4.2 Odd positioned groups of 3 from 7.12.1.5.5.1.4.3.2.2: 30 70 5 60 9 100 40 60 100 70 5 70 20 5 7 100 60 100 60 200 7 Total: 1178 = 2 x 19 x 31. SF: 52 = 2 x 2 x 13. 7.12.1.6.1.1.2.1.2 Even positioned groups of 3 from 7.12.1.5.5.1.4.3.2.2: 60 40 1 600 80 3 600 100 60 60 90 1 80 60 200 40 1 200 9 8 5 90 100 1 Total: 2489 = 19 x 131. 7.12.1.6.1.1.2.1.2.1 Odd positioned groups of 3 from 7.12.1.5.5.5.3.2.1.1: 9 4 60 70 60 200 20 7 70 5 80 9 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.6.1.1.2.1.2.1.1 Even positioned groups of 3 from 7.12.1.5.5.5.3.2.1.1: 8 7 90 90 1 200 9 5 9 90 1 40 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.6.1.1.2.1.2.1.2 Odd positioned groups of 4 from 7.12.1.5.5.5.3.2.1.1: 9 4 60 8 200 90 1 200 5 9 5 80 Total: 671 = 11 x 61. 7.12.1.6.1.1.2.1.2.2 Even positioned groups of 4 from 7.12.1.5.5.5.3.2.1.1: 7 90 70 60 20 7 70 9 9 90 1 40 Total: 473 = 11 x 43. 7.12.1.6.1.1.2.1.2.2.1 Odd positioned groups of 1 from 7.12.1.5.5.5.3.2.2.1: 200 90 7 60 9 5 5 9 Total: 385 = 5 x 7 x 11. 7.12.1.6.1.1.2.1.2.2.2 Even positioned groups of 1 from 7.12.1.5.5.5.3.2.2.1: 40 60 1 40 90 90 100 30 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.6.1.1.2.1.2.3 Odd positioned groups of 2 from 7.12.1.5.5.5.5.1.5.1: 70 5 60 60 60 7 60 40 100 90 10 5 600 90 2 600 Total: 1859 = 11 x 13 x 13. 7.12.1.6.1.1.2.1.2.4 Even positioned groups of 2 from 7.12.1.5.5.5.5.1.5.1: 40 20 100 60 8 7 5 40 200 60 200 200 5 1 Total: 946 = 2 x 11 x 43. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.6.1.1.2.1.2.4.1 Odd positioned groups of 10 from 7.12.1.5.5.5.5.1.5.2: 100 60 200 100 1 9 200 90 60 70 90 30 100 1 9 90 10 40 1 70 Total: 1331 = 11 x 11 x 11. 7.12.1.6.1.1.2.1.2.4.2 Even positioned groups of 10 from 7.12.1.5.5.5.5.1.5.2: 9 1 30 9 90 200 200 100 1 9 Total: 649 = 11 x 59. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.6.1.1.2.1.2.4.2.1 Odd positioned groups of 6 from 7.12.1.5.5.5.5.1.5.3: 7 8 7 70 9 1 5 200 200 30 100 1 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.6.1.1.2.1.2.4.2.2 Even positioned groups of 6 from 7.12.1.5.5.5.5.1.5.3: 20 60 60 100 1 9 40 100 90 200 200 100 1 2 600 40 1 70 Total: 1694 = 2 x 7 x 11 x 11. 7.12.1.6.1.1.2.1.2.4.2.3 Odd positioned groups of 1 from 7.12.1.5.5.5.5.1.5.4: 70 40 60 100 60 90 60 5 9 200 10 9 600 5 90 Total: 1408 = 2 x 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.6.1.1.2.1.2.4.2.4 Even positioned groups of 1 from 7.12.1.5.5.5.5.1.5.4: 5 100 200 60 200 60 40 30 90 60 1 90 90 9 10 Total: 1045 = 5 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.6.1.1.2.1.2.4.2.5 Odd positioned groups of 2 from 7.12.1.5.5.5.5.1.5.4: 70 5 60 200 60 200 60 40 9 90 10 1 600 90 90 10 Total: 1595 = 5 x 11 x 29. 7.12.1.6.1.1.2.1.2.4.2.6 Even positioned groups of 2 from 7.12.1.5.5.5.5.1.5.4: 40 100 100 60 90 60 5 30 200 60 9 90 5 9 Total: 858 = 2 x 3 x 11 x 13. 7.12.1.6.1.1.2.2 Odd positioned groups of 10 from 7.12.1.5.5.5.5.1.6.1: 8 10 200 9 70 5 60 9 5 600 8 90 4 7 3 70 600 40 60 1 Total: 1859 = 11 x 13 x 13. 7.12.1.6.1.1.2.2.1 Even positioned groups of 10 from 7.12.1.5.5.5.5.1.6.1: 600 200 90 80 70 90 100 7 9 8 Total: 1254 = 2 x 3 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.6.1.1.2.2.1.1 Odd positioned groups of 10 from 7.12.1.5.5.5.5.1.6.2: 60 100 60 200 20 7 90 100 60 3 100 60 60 40 40 600 40 70 5 1 Total: 1716 = 2 x 2 x 3 x 11 x 13. 7.12.1.6.1.1.2.2.1.2 Even positioned groups of 10 from 7.12.1.5.5.5.5.1.6.2: 60 9 9 40 100 60 200 1 80 200 Total: 759 = 3 x 11 x 23. 7.12.1.6.1.1.2.2.1.2.1 Odd positioned groups of 5 from 7.12.1.5.5.5.5.1.6.3: 60 100 60 200 20 7 90 100 60 3 100 60 60 40 40 600 40 70 5 1 Total: 1716 = 2 x 2 x 3 x 11 x 13. 7.12.1.6.1.1.2.2.1.2.1.1 Even positioned groups of 5 from 7.12.1.5.5.5.5.1.6.3: 8 10 200 9 70 5 60 9 5 600 8 90 4 7 3 70 600 40 60 1 Total: 1859 = 11 x 13 x 13. 7.12.1.6.1.1.2.2.1.2.1.2 Odd positioned groups of 5 from 7.12.1.5.5.5.5.1.6.4: 600 200 90 80 70 90 100 7 9 8 Total: 1254 = 2 x 3 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.6.1.1.2.2.1.2.1.2.1 Even positioned groups of 5 from 7.12.1.5.5.5.5.1.6.4: 60 9 9 40 100 60 200 1 80 200 Total: 759 = 3 x 11 x 23. 7.12.1.6.1.1.2.2.1.2.1.2.1.1 Odd positioned groups of 2 from 7.12.1.5.5.5.5.2.1.2: 20 90 1 200 100 9 100 60 30 1 40 1 1 1 60 100 Total: 814 = 2 x 11 x 37. 7.12.1.6.1.1.2.2.1.2.1.2.1.2 Even positioned groups of 2 from 7.12.1.5.5.5.5.2.1.2: 3 60 40 200 5 60 400 200 80 1 600 4 100 40 Total: 1793 = 11 x 163. 7.12.1.6.1.1.2.2.1.2.1.2.2 Odd positioned groups of 5 from 7.12.1.5.5.5.5.2.2.1: 1 60 200 90 10 60 90 100 40 60 40 40 1 9 90 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.6.1.1.2.2.1.2.2 Even positioned groups of 5 from 7.12.1.5.5.5.5.2.2.1: 5 9 100 60 10 60 100 4 200 70 9 5 5 50 600 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.6.1.1.2.2.2 Last half of 15 from 7.12.1.5.5.5.5.2.2.1: 60 90 100 40 60 9 5 5 50 600 40 40 1 9 90 Total: 1199 = 11 x 109. 7.12.1.6.1.1.2.2.3 First half of 15 from 7.12.1.5.5.5.5.2.2.1: 5 9 100 60 10 1 60 200 90 10 60 100 4 200 70 Total: 979 = 11 x 89. 7.12.1.6.1.1.2.2.3.1 Odd positioned groups of 1 from 7.12.1.5.5.5.5.2.2.2: 1 40 7 80 60 70 1 5 5 100 200 5 9 200 20 Total: 803 = 11 x 73. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.6.1.1.2.2.3.2 Even positioned groups of 1 from 7.12.1.5.5.5.5.2.2.2: 40 5 60 100 9 60 200 30 9 5 10 20 5 100 40 Total: 693 = 3 x 3 x 7 x 11. 7.12.1.6.1.1.2.2.3.3 Odd positioned groups of 1 from 7.12.1.5.5.5.7.3.2.2: 1 40 80 90 10 60 60 30 90 5 1 1 60 Total: 528 = 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.6.1.1.2.2.3.3.1 Even positioned groups of 1 from 7.12.1.5.5.5.7.3.2.2: 9 1 3 60 1 200 400 1 100 10 70 1 200 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.6.1.1.2.2.3.3.2 Odd positioned groups of 5 from 7.12.1.5.5.5.7.5.1.2: 8 90 100 200 1 5 70 100 1 30 Total: 605 = 5 x 11 x 11. 7.12.1.6.1.1.2.2.3.3.3 Even positioned groups of 5 from 7.12.1.5.5.5.7.5.1.2: 40 200 600 60 90 600 5 70 100 1 9 5 5 600 200 Total: 2585 = 5 x 11 x 47. SF: 63 = 3 x 3 x 7. SF: 13. 7.12.1.6.1.1.2.2.3.3.4 Odd positioned groups of 1 from 7.12.1.5.5.5.7.5.3.1: 40 90 100 100 90 600 1 9 100 100 9 200 5 Total: 1444 = 2 x 2 x 19 x 19. SF: 42 = 2 x 3 x 7. 7.12.1.6.1.1.2.2.3.3.4.1 Even positioned groups of 1 from 7.12.1.5.5.5.7.5.3.1: 1 10 9 60 4 40 70 1 60 60 90 30 2 Total: 437 = 19 x 23. SF: 42 = 2 x 3 x 7. 7.12.1.6.1.1.2.2.3.3.4.2 Odd positioned groups of 4 from 7.12.1.5.5.5.7.5.3.2: 600 100 70 60 7 3 70 5 30 1 10 1 Total: 957 = 3 x 11 x 29. 7.12.1.6.1.1.2.2.3.4 Even positioned groups of 4 from 7.12.1.5.5.5.7.5.3.2: 8 7 1 70 8 5 5 9 5 200 5 40 Total: 363 = 3 x 11 x 11. 7.12.1.6.1.1.2.2.4 Last half of 12 from 7.12.1.5.5.5.7.5.3.2: 8 5 5 9 30 1 10 1 5 200 5 40 Total: 319 = 11 x 29. 7.12.1.6.1.1.2.3 First half of 12 from 7.12.1.5.5.5.7.5.3.2: 600 100 70 60 8 7 1 70 7 3 70 5 Total: 1001 = 7 x 11 x 13. 7.12.1.6.1.1.2.3.1 Odd positioned groups of 1 from 7.12.1.5.5.5.7.5.3.5: 8 100 1 90 7 5 100 30 100 10 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.6.1.1.2.3.2 Even positioned groups of 1 from 7.12.1.5.5.5.7.5.3.5: 7 60 70 4 3 9 60 1 60 1 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.6.1.1.2.4 Odd positioned groups of 4 from 7.12.1.5.6.3.2.2.1.3: 40 5 100 1 100 100 9 5 5 60 90 5 10 20 200 9 Total: 759 = 3 x 11 x 23. 7.12.1.6.1.1.2.5 Even positioned groups of 4 from 7.12.1.5.6.3.2.2.1.3: 40 5 9 200 1 40 100 60 60 200 5 600 Total: 1320 = 2 x 2 x 2 x 3 x 5 x 11. 7.12.1.6.1.1.2.5.1 Odd positioned groups of 4 from 7.12.1.5.6.3.2.2.1.5: 100 60 5 60 200 60 100 1 600 10 20 200 40 5 1 1 Total: 1463 = 7 x 11 x 19. 7.12.1.6.1.1.2.5.1.1 Even positioned groups of 4 from 7.12.1.5.6.3.2.2.1.5: 90 5 60 40 40 10 200 5 9 1 1 90 Total: 551 = 19 x 29. 7.12.1.6.1.1.2.5.1.1.1 Odd positioned groups of 1 from 7.12.1.5.6.3.2.2.1.6: 40 100 40 9 30 9 7 200 100 5 40 100 3 1 Total: 684 = 2 x 2 x 3 x 3 x 19. 7.12.1.6.1.1.2.5.1.1.1.1 Even positioned groups of 1 from 7.12.1.5.6.3.2.2.1.6: 5 1 5 4 40 5 10 100 9 1 90 7 100 60 Total: 437 = 19 x 23. SF: 42 = 2 x 3 x 7. 7.12.1.6.1.1.2.5.1.1.1.2 Odd positioned groups of 7 from 7.12.1.5.6.3.2.2.2.2: 600 9 70 30 5 7 40 200 90 30 2 40 5 60 Total: 1188 = 2 x 2 x 3 x 3 x 3 x 11. 7.12.1.6.1.1.2.5.1.1.2 Even positioned groups of 7 from 7.12.1.5.6.3.2.2.2.2: 20 5 5 200 40 1 9 60 200 60 60 60 100 60 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.6.1.1.2.5.1.1.3 Odd positioned groups of 4 from 7.12.1.5.6.3.2.2.3.2: 90 5 60 40 60 200 90 30 1 90 40 5 5 9 9 3 Total: 737 = 11 x 67. SF: 78 = 2 x 3 x 13. 7.12.1.6.1.1.2.5.1.1.4 Even positioned groups of 4 from 7.12.1.5.6.3.2.2.3.2: 40 10 60 200 200 5 600 10 40 40 90 300 Total: 1595 = 5 x 11 x 29. 7.12.1.6.1.1.2.5.1.1.5 Odd positioned groups of 5 from 7.12.1.5.6.3.3.1.1.2: 100 40 60 100 7 100 5 1 9 1 90 9 30 100 30 Total: 682 = 2 x 11 x 31. 7.12.1.6.1.1.2.5.1.1.6 Even positioned groups of 5 from 7.12.1.5.6.3.3.1.1.2: 200 40 3 3 1 60 5 80 100 40 100 10 6 40 60 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.6.1.1.2.5.1.1.6.1 Odd positioned groups of 10 from 7.12.1.5.6.3.3.1.3.1: 5 1 8 1 20 40 4 60 20 5 4 60 5 90 1 2 1 30 60 100 Total: 517 = 11 x 47. 7.12.1.6.1.1.2.5.1.1.6.2 Even positioned groups of 10 from 7.12.1.5.6.3.3.1.3.1: 40 9 7 100 60 5 20 7 40 9 Total: 297 = 3 x 3 x 3 x 11. 7.12.1.6.1.1.2.5.1.1.6.2.1 Odd positioned groups of 5 from 7.12.1.5.6.3.3.1.3.2: 40 40 100 1 3 40 100 80 1 100 10 20 6 70 60 Total: 671 = 11 x 61. 7.12.1.6.1.1.2.5.1.1.6.2.1.1 Even positioned groups of 5 from 7.12.1.5.6.3.3.1.3.2: 200 100 600 200 100 100 7 90 60 600 1 1 40 30 60 Total: 2189 = 11 x 199. SF: 210 = 2 x 3 x 5 x 7. 7.12.1.6.1.1.2.5.1.1.6.2.1.2 Odd positioned groups of 2 from 7.12.1.5.6.3.3.1.3.3: 200 100 100 40 1 3 8 1 9 7 5 20 9 1 30 60 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.6.1.1.2.5.1.1.6.2.2 Even positioned groups of 2 from 7.12.1.5.6.3.3.1.3.3: 600 200 40 100 5 1 20 40 100 60 7 40 1 40 Total: 1254 = 2 x 3 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.6.1.1.2.5.1.1.6.3 Last half of 15 from 7.12.1.5.6.3.3.1.3.3: 40 9 7 100 60 5 20 7 40 9 1 1 40 30 60 Total: 429 = 3 x 11 x 13. 7.12.1.6.1.1.2.5.1.1.6.4 First half of 15 from 7.12.1.5.6.3.3.1.3.3: 200 100 600 200 100 40 40 100 1 3 5 1 8 1 20 Total: 1419 = 3 x 11 x 43. 7.12.1.6.1.1.2.5.1.1.6.4.1 Odd positioned groups of 6 from 7.12.1.5.6.3.3.1.5.2: 30 600 40 4 20 5 1 100 9 1 40 30 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.6.1.1.2.5.1.1.6.4.2 Even positioned groups of 6 from 7.12.1.5.6.3.3.1.5.2: 100 1 60 40 5 10 60 200 6 60 40 1 Total: 583 = 11 x 53. 7.12.1.6.1.1.2.5.1.2 Odd positioned groups of 6 from 7.12.1.5.6.3.3.1.5.3: 8 1 20 30 30 600 20 7 40 100 1 100 Total: 957 = 3 x 11 x 29. 7.12.1.6.1.1.2.5.1.2.1 Even positioned groups of 6 from 7.12.1.5.6.3.3.1.5.3: 20 5 100 1 7 9 40 30 60 200 60 40 Total: 572 = 2 x 2 x 11 x 13. SF: 28 = 2 x 2 x 7. 7.12.1.6.1.1.2.5.1.2.2 Odd positioned groups of 3 from 7.12.1.5.6.3.3.1.5.4: 40 4 60 7 90 60 9 1 1 10 20 6 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.6.1.1.2.5.1.2.2.1 Even positioned groups of 3 from 7.12.1.5.6.3.3.1.5.4: 90 100 9 40 5 10 200 100 60 60 40 1 Total: 715 = 5 x 11 x 13. 7.12.1.6.1.1.2.5.1.2.2.2 Last half of 15 from 7.12.1.5.6.3.3.2.1.1: 30 30 60 90 30 60 20 5 9 8 1 40 40 1 5 Total: 429 = 3 x 11 x 13. 7.12.1.6.1.1.2.5.1.2.3 First half of 15 from 7.12.1.5.6.3.3.2.1.1: 60 40 5 40 60 300 7 9 20 100 5 1 1 40 5 Total: 693 = 3 x 3 x 7 x 11. 7.12.1.6.1.1.2.5.1.2.4 Odd positioned groups of 10 from 7.12.1.5.6.3.3.2.2.2: 5 5 9 1 100 5 3 1 40 8 60 40 4 200 600 5 5 70 70 1 Total: 1232 = 2 x 2 x 2 x 2 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.1.2.5.2 Even positioned groups of 10 from 7.12.1.5.6.3.3.2.2.2: 2 1 60 40 40 200 5 80 40 60 Total: 528 = 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.6.1.1.2.5.2.1 Odd positioned groups of 6 from 7.12.1.5.6.3.3.2.3.3: 1 40 60 200 40 5 70 1 1 30 1 90 Total: 539 = 7 x 7 x 11. 7.12.1.6.1.1.2.5.2.2 Even positioned groups of 6 from 7.12.1.5.6.3.3.2.3.3: 90 7 9 20 1 100 40 60 7 40 9 30 40 1 5 3 10 1 Total: 473 = 11 x 43. 7.12.1.6.1.1.2.5.2.2.1 Odd positioned groups of 3 from 7.12.1.5.6.3.3.2.3.4: 300 60 9 5 2 2 40 100 60 5 70 9 9 200 9 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.6.1.1.2.5.2.2.2 Even positioned groups of 3 from 7.12.1.5.6.3.3.2.3.4: 10 40 60 40 1 8 70 80 1 30 60 200 8 1 40 Total: 649 = 11 x 59. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.6.1.1.2.5.2.2.3 Odd positioned groups of 10 from 7.12.1.5.6.3.3.2.5.1: 10 60 60 90 9 1 40 8 2 1 70 70 1 1 8 40 200 40 5 10 Total: 726 = 2 x 3 x 11 x 11. 7.12.1.6.1.1.2.5.2.2.3.1 Even positioned groups of 10 from 7.12.1.5.6.3.3.2.5.1: 20 3 60 90 600 5 90 9 40 100 9 30 5 1 5 4 200 600 5 5 Total: 1881 = 3 x 3 x 11 x 19. 7.12.1.6.1.1.2.5.2.2.3.2 Last half of 20 from 7.12.1.5.6.3.3.2.5.1: 9 30 5 1 5 4 200 600 5 5 70 70 1 1 8 40 200 40 5 10 Total: 1309 = 7 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.6.1.1.2.5.2.2.4 First half of 20 from 7.12.1.5.6.3.3.2.5.1: 20 3 60 90 600 5 90 9 40 100 10 60 60 90 9 1 40 8 2 1 Total: 1298 = 2 x 11 x 59. 7.12.1.6.1.1.2.5.2.3 Odd positioned groups of 8 from 7.12.1.5.6.3.3.3.1.3: 200 100 600 40 20 200 100 60 20 1 100 60 1 30 60 200 70 60 4 90 1 2 1 400 Total: 2420 = 2 x 2 x 5 x 11 x 11. 7.12.1.6.1.1.2.5.2.3.1 Even positioned groups of 8 from 7.12.1.5.6.3.3.3.1.3: 9 90 5 40 5 100 60 9 5 5 9 4 9 6 600 1 Total: 957 = 3 x 11 x 29. 7.12.1.6.1.1.2.5.2.3.1.1 Last half of 10 from 7.12.1.5.6.3.3.3.1.4: 40 9 7 90 60 100 60 70 80 1 Total: 517 = 11 x 47. 7.12.1.6.1.1.2.5.2.3.1.1.1 First half of 10 from 7.12.1.5.6.3.3.3.1.4: 8 5 20 5 100 30 600 40 100 60 Total: 968 = 2 x 2 x 2 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.6.1.1.2.5.2.3.1.1.2 Last half of 20 from 7.12.1.5.6.3.3.3.2.1: 1 200 100 60 9 60 40 1 200 100 9 20 1 30 1 8 1 40 9 100 Total: 990 = 2 x 3 x 3 x 5 x 11. 7.12.1.6.1.1.2.5.2.3.1.1.2.1 First half of 20 from 7.12.1.5.6.3.3.3.2.1: 5 3 5 9 1 9 60 200 5 3 1 200 100 7 10 90 100 9 40 1 Total: 858 = 2 x 3 x 11 x 13. 7.12.1.6.1.1.2.5.2.3.1.1.2.2 Odd positioned groups of 2 from 7.12.1.5.6.3.3.3.2.2: 5 10 7 100 70 5 5 9 30 1 Total: 242 = 2 x 11 x 11. 7.12.1.6.1.1.2.5.2.3.1.2 Even positioned groups of 2 from 7.12.1.5.6.3.3.3.2.2: 40 1 5 1 200 40 90 9 100 9 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.6.1.1.2.5.2.3.2 Odd positioned groups of 5 from 7.12.1.5.6.3.3.3.2.2: 100 5 1 70 5 9 30 1 100 9 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.6.1.1.2.5.2.3.3 Even positioned groups of 5 from 7.12.1.5.6.3.3.3.2.2: 5 10 40 1 7 200 40 5 9 90 Total: 407 = 11 x 37. 7.12.1.6.1.1.2.5.2.3.4 Odd positioned groups of 8 from 7.12.1.5.6.3.3.3.3.1: 200 100 600 40 20 200 100 60 20 1 100 60 1 30 60 200 70 60 4 90 1 2 1 400 Total: 2420 = 2 x 2 x 5 x 11 x 11. 7.12.1.6.1.1.2.5.2.4 Even positioned groups of 8 from 7.12.1.5.6.3.3.3.3.1: 9 90 5 40 5 100 60 9 5 5 9 4 9 6 600 1 Total: 957 = 3 x 11 x 29. 7.12.1.6.1.1.2.5.2.4.1 Last half of 20 from 7.12.1.5.6.3.3.3.3.2: 1 200 100 60 9 60 40 1 200 100 9 20 1 30 1 8 1 40 9 100 Total: 990 = 2 x 3 x 3 x 5 x 11. 7.12.1.6.1.1.2.5.2.4.1.1 First half of 20 from 7.12.1.5.6.3.3.3.3.2: 5 3 5 9 1 9 60 200 5 3 1 200 100 7 10 90 100 9 40 1 Total: 858 = 2 x 3 x 11 x 13. 7.12.1.6.1.1.2.5.2.4.1.2 Last half of 10 from 7.12.1.5.6.3.3.3.4.1: 40 9 7 90 60 100 60 70 80 1 Total: 517 = 11 x 47. 7.12.1.6.1.1.2.5.2.4.1.3 First half of 10 from 7.12.1.5.6.3.3.3.4.1: 8 5 20 5 100 30 600 40 100 60 Total: 968 = 2 x 2 x 2 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.6.1.1.2.5.2.4.1.3.1 Odd positioned groups of 2 from 7.12.1.5.6.3.3.3.4.2: 5 10 7 100 70 5 5 9 30 1 Total: 242 = 2 x 11 x 11. 7.12.1.6.1.1.2.5.2.4.1.3.2 Even positioned groups of 2 from 7.12.1.5.6.3.3.3.4.2: 40 1 5 1 200 40 90 9 100 9 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.6.1.1.2.5.2.4.1.4 Odd positioned groups of 5 from 7.12.1.5.6.3.3.3.4.2: 100 5 1 70 5 9 30 1 100 9 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.6.1.1.2.5.2.4.2 Even positioned groups of 5 from 7.12.1.5.6.3.3.3.4.2: 5 10 40 1 7 200 40 5 9 90 Total: 407 = 11 x 37. 7.12.1.6.1.1.2.5.2.4.3 Odd positioned groups of 2 from 7.12.1.5.6.3.3.4.1.3: 90 7 2 1 200 40 100 7 60 200 10 20 Total: 737 = 11 x 67. SF: 78 = 2 x 3 x 13. 7.12.1.6.1.1.2.5.2.4.4 Even positioned groups of 2 from 7.12.1.5.6.3.3.4.1.3: 40 4 9 7 40 1 30 60 1 20 3 5 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.6.1.1.2.6 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.1.4: 1 40 5 9 60 20 2 100 5 40 200 60 100 9 1 200 100 5 Total: 957 = 3 x 11 x 29. 7.12.1.6.1.2 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.1.4: 40 600 40 90 300 30 2 60 9 5 100 20 60 70 5 9 9 3 Total: 1452 = 2 x 2 x 3 x 11 x 11. 7.12.1.6.1.2.1 Odd positioned groups of 3 from 7.12.1.5.6.3.3.4.1.4: 1 40 40 9 90 60 2 2 100 40 5 200 100 60 9 200 9 100 Total: 1067 = 11 x 97. 7.12.1.6.1.2.1.1 Even positioned groups of 3 from 7.12.1.5.6.3.3.4.1.4: 600 5 40 300 20 30 60 5 9 100 60 20 70 1 5 9 5 3 Total: 1342 = 2 x 11 x 61. 7.12.1.6.1.2.1.2 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.2.1: 30 1 40 90 100 80 40 40 5 60 90 40 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.6.1.2.1.2.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.2.1: 600 2 7 60 60 1 90 30 2 40 5 5 Total: 902 = 2 x 11 x 41. 7.12.1.6.1.2.1.2.1.1 Last half of 18 from 7.12.1.5.6.3.3.4.2.2: 5 3 100 5 100 1 3 40 8 1 60 9 1 40 40 4 7 90 Total: 517 = 11 x 47. 7.12.1.6.1.2.1.2.1.1.1 First half of 18 from 7.12.1.5.6.3.3.4.2.2: 70 1 60 40 7 40 5 70 1 90 30 60 40 1 30 5 10 1 Total: 561 = 3 x 11 x 17. 7.12.1.6.1.2.1.2.1.1.2 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.3.1: 9 60 20 9 200 40 40 200 60 1 10 3 200 100 5 Total: 957 = 3 x 11 x 29. 7.12.1.6.1.2.1.2.1.1.3 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.3.1: 3 8 60 90 100 80 70 60 7 60 90 40 40 30 10 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.6.1.2.1.2.1.1.3.1 Odd positioned groups of 2 from 7.12.1.5.6.3.3.4.3.1: 9 3 20 60 200 100 40 70 60 7 10 90 200 40 5 10 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.6.1.2.1.2.1.1.3.2 Even positioned groups of 2 from 7.12.1.5.6.3.3.4.3.1: 60 8 9 90 40 80 200 60 1 60 3 40 100 30 Total: 781 = 11 x 71. 7.12.1.6.1.2.1.2.1.1.4 Odd positioned groups of 2 from 7.12.1.5.6.3.3.4.3.2: 90 40 30 9 40 60 5 1 20 40 20 5 9 1 3 1 Total: 374 = 2 x 11 x 17. 7.12.1.6.1.2.1.2.1.1.4.1 Even positioned groups of 2 from 7.12.1.5.6.3.3.4.3.2: 300 1 7 60 1 1 100 40 20 40 5 5 9 5 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.6.1.2.1.2.1.1.4.2 Odd positioned groups of 6 from 7.12.1.5.6.3.3.4.3.2: 7 60 40 60 1 1 20 40 20 5 5 5 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.6.1.2.1.2.1.1.5 Even positioned groups of 6 from 7.12.1.5.6.3.3.4.3.2: 90 40 300 1 30 9 5 1 100 40 20 40 9 1 9 5 3 1 Total: 704 = 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.6.1.2.1.2.1.1.6 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.3.3: 9 3 20 60 200 100 40 70 60 7 10 90 200 40 5 10 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.6.1.2.1.2.1.2 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.3.3: 90 40 30 9 40 60 5 1 20 40 20 5 9 1 3 1 Total: 374 = 2 x 11 x 17. 7.12.1.6.1.2.1.2.1.3 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.3.4: 60 8 9 90 40 80 200 60 1 60 3 40 100 30 Total: 781 = 11 x 71. 7.12.1.6.1.2.1.2.1.3.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.3.4: 300 1 7 60 1 1 100 40 20 40 5 5 9 5 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.6.1.2.1.2.1.3.1.1 Last half of 14 from 7.12.1.5.6.3.3.4.3.4: 60 40 1 20 60 40 3 5 40 5 100 9 30 5 Total: 418 = 2 x 11 x 19. 7.12.1.6.1.2.1.2.1.3.1.2 First half of 14 from 7.12.1.5.6.3.3.4.3.4: 60 300 8 1 9 7 90 60 40 1 80 1 200 100 Total: 957 = 3 x 11 x 29. 7.12.1.6.1.2.1.2.1.3.1.2.1 Odd positioned groups of 6 from 7.12.1.5.6.3.3.4.3.5: 200 40 100 60 5 70 60 40 5 40 5 200 Total: 825 = 3 x 5 x 5 x 11. 7.12.1.6.1.2.1.2.1.3.1.2.2 Even positioned groups of 6 from 7.12.1.5.6.3.3.4.3.5: 300 8 1 20 30 60 1 200 100 40 1 20 9 5 5 3 10 1 Total: 814 = 2 x 11 x 37. 7.12.1.6.1.2.1.2.1.3.1.2.2.1 Odd positioned groups of 6 from 7.12.1.5.6.3.3.4.3.6: 9 9 7 90 40 1 20 7 10 20 90 5 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.6.1.2.1.2.1.3.1.2.2.2 Even positioned groups of 6 from 7.12.1.5.6.3.3.4.3.6: 9 90 3 40 60 60 80 1 40 60 40 60 3 40 1 100 9 30 Total: 726 = 2 x 3 x 11 x 11. 7.12.1.6.1.2.1.2.1.3.1.2.3 Last half of 15 from 7.12.1.5.6.3.3.4.3.6: 60 40 60 20 7 10 20 90 5 3 40 1 100 9 30 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.6.1.2.1.2.1.3.1.2.4 First half of 15 from 7.12.1.5.6.3.3.4.3.6: 9 90 3 40 60 60 9 9 7 90 40 1 80 1 40 Total: 539 = 7 x 7 x 11. 7.12.1.6.1.2.1.2.1.3.2 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.4.1: 40 5 7 100 40 30 40 60 5 100 5 9 1 1 30 Total: 473 = 11 x 43. 7.12.1.6.1.2.1.2.1.3.2.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.4.1: 4 9 90 7 90 60 30 200 2 60 70 70 90 5 60 Total: 847 = 7 x 11 x 11. 7.12.1.6.1.2.1.2.1.3.2.2 Odd positioned groups of 3 from 7.12.1.5.6.3.3.4.4.1: 9 7 90 90 30 60 200 5 2 70 9 70 5 30 60 Total: 737 = 11 x 67. SF: 78 = 2 x 3 x 13. 7.12.1.6.1.2.1.2.1.4 Even positioned groups of 3 from 7.12.1.5.6.3.3.4.4.1: 40 4 5 100 7 40 40 30 60 100 60 5 1 90 1 Total: 583 = 11 x 53. 7.12.1.6.1.2.1.2.1.4.1 Odd positioned groups of 5 from 7.12.1.5.6.3.3.4.4.1: 90 100 7 40 90 200 5 2 100 60 90 1 5 30 60 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.6.1.2.1.2.1.4.2 Even positioned groups of 5 from 7.12.1.5.6.3.3.4.4.1: 40 4 5 9 7 30 60 40 30 60 5 70 9 70 1 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.6.1.2.1.2.2 Odd positioned groups of 2 from 7.12.1.5.6.3.3.4.4.2: 1 40 40 600 5 40 90 7 40 4 2 1 2 2 100 60 Total: 1034 = 2 x 11 x 47. 7.12.1.6.1.2.1.2.2.1 Even positioned groups of 2 from 7.12.1.5.6.3.3.4.4.2: 5 3 100 5 100 1 30 600 1 2 40 7 1 40 Total: 935 = 5 x 11 x 17. 7.12.1.6.1.2.1.2.2.1.1 Last half of 15 from 7.12.1.5.6.3.3.4.4.2: 600 40 4 1 2 2 1 40 7 2 2 1 40 100 60 Total: 902 = 2 x 11 x 41. 7.12.1.6.1.2.1.2.2.1.1.1 First half of 15 from 7.12.1.5.6.3.3.4.4.2: 1 40 5 3 40 600 100 5 5 40 100 1 90 7 30 Total: 1067 = 11 x 97. 7.12.1.6.1.2.1.2.2.1.1.2 Odd positioned groups of 2 from 7.12.1.5.6.3.3.4.5.1: 90 7 2 1 200 40 100 7 60 200 10 20 Total: 737 = 11 x 67. SF: 78 = 2 x 3 x 13. 7.12.1.6.1.2.1.2.2.1.2 Even positioned groups of 2 from 7.12.1.5.6.3.3.4.5.1: 40 4 9 7 40 1 30 60 1 20 3 5 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.6.1.2.1.2.2.1.2.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.5.2: 30 1 40 90 100 80 40 40 5 60 90 40 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.6.1.2.1.2.2.1.2.2 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.5.2: 600 2 7 60 60 1 90 30 2 40 5 5 Total: 902 = 2 x 11 x 41. 7.12.1.6.1.2.1.2.2.2 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.6.1: 1 40 5 9 60 20 2 100 5 40 200 60 100 9 1 200 100 5 Total: 957 = 3 x 11 x 29. 7.12.1.6.1.2.1.2.2.2.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.6.1: 40 600 40 90 300 30 2 60 9 5 100 20 60 70 5 9 9 3 Total: 1452 = 2 x 2 x 3 x 11 x 11. 7.12.1.6.1.2.1.2.2.2.2 Odd positioned groups of 3 from 7.12.1.5.6.3.3.4.6.1: 1 40 40 9 90 60 2 2 100 40 5 200 100 60 9 200 9 100 Total: 1067 = 11 x 97. 7.12.1.6.1.2.1.2.3 Even positioned groups of 3 from 7.12.1.5.6.3.3.4.6.1: 600 5 40 300 20 30 60 5 9 100 60 20 70 1 5 9 5 3 Total: 1342 = 2 x 11 x 61. 7.12.1.6.1.2.1.2.3.1 Last half of 18 from 7.12.1.5.6.3.3.4.6.2: 5 3 100 5 100 1 3 40 8 1 60 9 1 40 40 4 7 90 Total: 517 = 11 x 47. 7.12.1.6.1.2.1.2.3.2 First half of 18 from 7.12.1.5.6.3.3.4.6.2: 70 1 60 40 7 40 5 70 1 90 30 60 40 1 30 5 10 1 Total: 561 = 3 x 11 x 17. 7.12.1.6.1.2.1.2.3.2.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.6.4: 40 100 9 3 20 60 100 40 40 70 60 7 9 1 200 40 5 10 Total: 814 = 2 x 11 x 37. 7.12.1.6.1.2.1.2.3.2.1.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.6.4: 600 5 90 40 30 9 60 4 5 1 20 40 70 90 9 1 3 1 Total: 1078 = 2 x 7 x 7 x 11. 7.12.1.6.1.2.1.2.3.2.1.1.1 Last half of 18 from 7.12.1.5.6.3.3.5.1.4: 60 9 90 1 40 5 3 40 600 100 5 5 40 9 7 90 60 200 Total: 1364 = 2 x 2 x 11 x 31. 7.12.1.6.1.2.1.2.3.2.1.1.2 First half of 18 from 7.12.1.5.6.3.3.5.1.4: 40 5 9 90 100 60 40 30 60 200 5 2 1 20 60 40 10 20 Total: 792 = 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.6.1.2.1.2.3.2.1.2 Odd positioned groups of 1 from 7.12.1.5.6.3.3.5.2.2: 200 600 20 3 9 200 40 1 90 9 200 3 8 20 60 Total: 1463 = 7 x 11 x 19. 7.12.1.6.1.2.1.2.3.2.1.2.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.5.2.2: 100 40 5 5 1 100 100 9 3 60 5 5 1 30 9 Total: 473 = 11 x 43. 7.12.1.6.1.2.1.2.3.2.1.2.1.1 Odd positioned groups of 5 from 7.12.1.5.6.3.3.5.4.1: 200 40 5 9 90 40 5 70 1 200 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.6.1.2.1.2.3.2.1.2.1.2 Even positioned groups of 5 from 7.12.1.5.6.3.3.5.4.1: 40 9 7 90 60 100 60 70 80 1 Total: 517 = 11 x 47. 7.12.1.6.1.2.1.2.3.2.1.2.2 Last half of 10 from 7.12.1.5.6.3.3.5.4.1: 100 60 70 80 1 40 5 70 1 200 Total: 627 = 3 x 11 x 19. 7.12.1.6.1.2.1.2.3.2.1.2.2.1 First half of 10 from 7.12.1.5.6.3.3.5.4.1: 40 9 7 90 60 200 40 5 9 90 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.6.1.2.1.2.3.2.1.2.2.2 Odd positioned groups of 3 from 7.12.1.5.6.3.4.6.1.1: 90 10 9 70 40 9 3 5 30 40 4 90 9 300 600 Total: 1309 = 7 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.6.1.2.1.2.3.2.2 Even positioned groups of 3 from 7.12.1.5.6.3.4.6.1.1: 7 5 9 60 40 5 600 100 7 60 20 60 5 40 60 40 7 30 Total: 1155 = 3 x 5 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.2.1.2.3.2.2.1 Odd positioned groups of 1 from 7.12.1.5.6.4.2.2.2.3: 1 200 8 60 7 80 60 40 60 40 60 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.6.1.2.1.2.3.2.2.2 Even positioned groups of 1 from 7.12.1.5.6.4.2.2.2.3: 2 5 7 300 70 5 200 90 40 40 Total: 759 = 3 x 11 x 23. 7.12.1.6.1.2.1.2.3.2.2.2.1 Odd positioned groups of 4 from 7.12.1.5.6.4.2.2.2.4: 70 1 80 100 40 100 7 9 9 7 20 30 Total: 473 = 11 x 43. 7.12.1.6.1.2.1.2.3.2.2.2.1.1 Even positioned groups of 4 from 7.12.1.5.6.4.2.2.2.4: 60 200 90 1 90 600 40 600 600 9 4 5 Total: 2299 = 11 x 11 x 19. 7.12.1.6.1.2.1.2.3.2.2.2.1.2 Last half of 12 from 7.12.1.5.6.4.3.2.5.1: 2 1 80 1 200 90 1 40 1 200 100 10 Total: 726 = 2 x 3 x 11 x 11. 7.12.1.6.1.2.1.2.3.2.2.2.2 First half of 12 from 7.12.1.5.6.4.3.2.5.1: 60 40 200 1 9 70 80 5 60 200 60 40 Total: 825 = 3 x 5 x 5 x 11. 7.12.1.6.1.2.1.2.3.2.3 Odd positioned groups of 2 from 7.12.1.5.6.4.3.2.5.2: 90 2 5 80 1 10 5 40 1 9 7 3 Total: 253 = 11 x 23. 7.12.1.6.1.2.1.2.3.2.3.1 Even positioned groups of 2 from 7.12.1.5.6.4.3.2.5.2: 200 100 600 40 1 9 5 4 1 70 1 3 Total: 1034 = 2 x 11 x 47. 7.12.1.6.1.2.1.2.3.2.3.1.1 Last half of 18 from 7.12.1.5.6.4.4.1.3.1: 60 200 5 100 3 5 9 10 90 1 40 100 3 60 80 5 9 1 Total: 781 = 11 x 71. 7.12.1.6.1.2.1.2.3.2.3.1.2 First half of 18 from 7.12.1.5.6.4.4.1.3.1: 200 100 5 60 200 10 60 9 1 80 5 100 1 100 40 1 20 20 Total: 1012 = 2 x 2 x 11 x 23. 7.12.1.6.1.2.1.2.3.2.3.1.2.1 Odd positioned groups of 6 from 7.12.1.5.6.4.4.1.3.2: 8 7 60 90 70 80 200 8 1 100 1 2 3 60 60 200 90 5 Total: 1045 = 5 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.6.1.2.1.2.3.2.3.1.2.2 Even positioned groups of 6 from 7.12.1.5.6.4.4.1.3.2: 600 40 20 5 2 7 9 90 8 1 100 60 400 9 90 30 20 5 Total: 1496 = 2 x 2 x 2 x 11 x 17. 7.12.1.6.1.2.1.2.3.2.3.2 Odd positioned groups of 2 from 7.12.1.5.6.4.4.1.3.3: 2 7 90 1 60 90 100 60 5 60 1 100 20 5 40 1 60 200 Total: 902 = 2 x 11 x 41. 7.12.1.6.1.2.1.2.3.2.4 Even positioned groups of 2 from 7.12.1.5.6.4.4.1.3.3: 8 7 40 100 70 80 200 8 200 10 1 2 3 60 20 20 90 5 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.6.1.2.1.2.3.2.4.1 Odd positioned groups of 3 from 7.12.1.5.6.4.4.1.3.4: 60 200 5 20 5 3 3 60 80 8 1 9 60 9 1 90 30 5 Total: 649 = 11 x 59. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.6.1.2.1.2.3.2.4.2 Even positioned groups of 3 from 7.12.1.5.6.4.4.1.3.4: 100 600 40 5 9 10 5 9 90 1 200 100 80 400 9 100 1 100 Total: 1859 = 11 x 13 x 13. 7.12.1.6.1.2.1.2.3.2.5 Odd positioned groups of 1 from 7.12.1.5.6.4.4.1.3.5: 60 5 600 20 3 9 2 8 90 40 60 70 3 80 9 8 9 200 Total: 1276 = 2 x 2 x 11 x 29. 7.12.1.6.1.2.1.2.3.2.6 Even positioned groups of 1 from 7.12.1.5.6.4.4.1.3.5: 200 100 40 5 5 10 7 7 1 100 90 80 60 5 90 1 1 100 Total: 902 = 2 x 11 x 41. 7.12.1.6.1.2.1.2.3.2.6.1 Odd positioned groups of 3 from 7.12.1.5.6.4.4.1.3.5: 60 200 5 20 5 3 2 7 8 40 100 60 3 60 80 8 1 9 Total: 671 = 11 x 61. 7.12.1.6.1.2.1.2.3.2.6.1.1 Even positioned groups of 3 from 7.12.1.5.6.4.4.1.3.5: 100 600 40 5 9 10 7 90 1 90 70 80 5 9 90 1 200 100 Total: 1507 = 11 x 137. 7.12.1.6.1.2.1.2.3.2.6.1.2 Odd positioned groups of 2 from 7.12.1.5.6.4.4.1.4.2: 80 9 100 1 9 1 60 40 100 7 Total: 407 = 11 x 37. 7.12.1.6.1.2.1.2.3.2.6.2 Even positioned groups of 2 from 7.12.1.5.6.4.4.1.4.2: 90 90 600 40 9 600 10 90 Total: 1529 = 11 x 139. 7.12.1.6.1.2.1.2.4 Odd positioned groups of 12 from 7.12.1.6.1.1.2.1.1.1: 1 90 1 2 80 40 1 30 200 9 40 100 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.6.1.2.1.2.4.1 Even positioned groups of 12 from 7.12.1.6.1.1.2.1.1.1: 40 90 5 1 90 70 60 40 5 200 60 9 9 40 5 90 1 90 60 60 600 1 5 30 Total: 1661 = 11 x 151. 7.12.1.6.1.2.1.2.4.2 Last half of 18 from 7.12.1.6.1.1.2.1.1.4: 40 60 90 10 5 90 1 9 90 1 70 1 60 200 40 70 5 60 Total: 902 = 2 x 11 x 41. 7.12.1.6.1.2.1.2.4.3 First half of 18 from 7.12.1.6.1.1.2.1.1.4: 1 9 30 60 200 9 9 1 40 90 100 40 9 5 40 30 5 70 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.6.1.2.1.2.4.4 Odd positioned groups of 6 from 7.12.1.6.1.1.2.1.2.1: 100 9 300 1 70 9 1 200 1 100 5 60 40 7 9 8 80 1 Total: 1001 = 7 x 11 x 13. 7.12.1.6.1.2.1.2.4.5 Even positioned groups of 6 from 7.12.1.6.1.1.2.1.2.1: 600 90 70 60 40 90 100 30 60 30 40 40 100 40 9 6 60 9 Total: 1474 = 2 x 11 x 67. 7.12.1.6.1.2.1.2.4.6 Odd positioned groups of 3 from 7.12.1.6.1.1.2.1.2.2: 5 1 20 60 9 400 20 90 20 100 30 1 7 1 7 40 100 200 Total: 1111 = 11 x 101. SF: 112 = 2 x 2 x 2 x 2 x 7. 7.12.1.6.1.2.1.2.4.7 Even positioned groups of 3 from 7.12.1.6.1.1.2.1.2.2: 60 100 7 5 40 1 5 7 3 90 9 4 9 9 200 4 300 5 Total: 858 = 2 x 3 x 11 x 13. 7.12.1.6.1.2.1.2.4.7.1 Odd positioned groups of 9 from 7.12.1.6.1.1.2.1.2.4: 400 5 70 9 40 1 100 30 20 7 9 60 9 9 200 40 7 40 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.6.1.2.1.2.4.7.1.1 Even positioned groups of 9 from 7.12.1.6.1.1.2.1.2.4: 600 90 5 1 70 60 20 60 40 1 200 100 30 1 100 1 90 5 Total: 1474 = 2 x 11 x 67. 7.12.1.6.1.2.1.2.4.7.1.2 Odd positioned groups of 2 from 7.12.1.6.1.1.2.2.1.2: 80 3 5 4 60 200 9 100 9 80 200 5 80 9 30 60 90 60 100 7 5 5 600 3 Total: 1804 = 2 x 2 x 11 x 41. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.6.1.2.1.2.4.7.2 Even positioned groups of 2 from 7.12.1.6.1.1.2.2.1.2: 60 40 9 8 30 5 10 100 20 60 10 100 90 5 20 5 40 9 40 100 8 5 60 90 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.6.1.2.1.2.4.7.2.1 Odd positioned groups of 10 from 7.12.1.6.1.1.2.2.3.3: 90 9 9 90 5 30 60 40 100 5 600 90 20 5 3 60 90 7 20 9 Total: 1342 = 2 x 11 x 61. 7.12.1.6.1.2.1.2.4.7.2.1.1 Even positioned groups of 10 from 7.12.1.6.1.1.2.2.3.3: 100 9 1 1 9 100 60 40 80 9 20 5 90 100 5 5 30 60 8 5 Total: 737 = 11 x 67. SF: 78 = 2 x 3 x 13. 7.12.1.6.1.2.1.2.4.7.2.1.1.1 Last half of 20 from 7.12.1.6.1.1.2.2.3.3: 20 5 90 100 5 5 30 60 8 5 600 90 20 5 3 60 90 7 20 9 Total: 1232 = 2 x 2 x 2 x 2 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.2.1.2.4.7.2.1.1.2 First half of 20 from 7.12.1.6.1.1.2.2.3.3: 100 9 1 1 9 100 60 40 80 9 90 9 9 90 5 30 60 40 100 5 Total: 847 = 7 x 11 x 11. 7.12.1.6.1.2.1.2.4.7.2.1.2 Odd positioned groups of 1 from 7.12.1.6.1.1.2.5.1.1: 60 9 9 9 90 5 40 1 200 9 200 90 70 100 100 9 90 30 Total: 1121 = 19 x 59. SF: 78 = 2 x 3 x 13. 7.12.1.6.1.2.1.2.4.7.2.1.2.1 Even positioned groups of 1 from 7.12.1.6.1.1.2.5.1.1: 200 100 300 90 60 10 1 200 9 1 100 9 1 60 5 8 4 20 Total: 1178 = 2 x 19 x 31. SF: 52 = 2 x 2 x 13. 7.12.1.6.1.2.1.2.4.7.2.1.2.2 Odd positioned groups of 2 from 7.12.1.6.1.1.2.5.1.1: 60 200 9 300 90 60 40 1 200 9 200 100 70 1 100 5 90 4 Total: 1539 = 3 x 3 x 3 x 3 x 19. 7.12.1.6.1.2.1.2.4.7.2.2 Even positioned groups of 2 from 7.12.1.6.1.1.2.5.1.1: 9 100 9 90 5 10 1 200 9 1 90 9 100 60 9 8 30 20 Total: 760 = 2 x 2 x 2 x 5 x 19. 7.12.1.6.1.2.1.2.4.8 Odd positioned groups of 3 from 7.12.1.6.1.1.2.5.1.1: 60 200 9 9 90 90 40 1 1 9 1 200 70 1 100 9 8 90 Total: 988 = 2 x 2 x 13 x 19. 7.12.1.6.1.2.2 Even positioned groups of 3 from 7.12.1.6.1.1.2.5.1.1: 100 9 300 60 5 10 200 200 9 100 90 9 60 100 5 4 30 20 Total: 1311 = 3 x 19 x 23. 7.12.1.6.1.2.2.1 Odd positioned groups of 4 from 7.12.1.6.1.1.2.5.1.2: 40 100 10 1 1 70 80 9 100 60 40 1 80 60 60 200 80 1 5 3 Total: 1001 = 7 x 11 x 13. 7.12.1.6.1.2.2.2 Even positioned groups of 4 from 7.12.1.6.1.1.2.5.1.2: 1 80 1 200 100 1 100 60 100 60 4 5 90 100 5 600 Total: 1507 = 11 x 137. 7.12.1.6.1.2.2.2.1 Odd positioned groups of 6 from 7.12.1.6.1.1.2.5.1.2: 1 200 1 70 80 9 40 1 100 60 4 5 5 600 80 1 5 3 Total: 1265 = 5 x 11 x 23. SF: 39 = 3 x 13. 7.12.1.6.1.2.2.2.1.1 Even positioned groups of 6 from 7.12.1.6.1.1.2.5.1.2: 40 100 10 1 1 80 100 1 100 60 100 60 80 60 60 200 90 100 Total: 1243 = 11 x 113. 7.12.1.6.1.2.2.2.1.1.1 Odd positioned groups of 6 from 7.12.1.6.1.1.2.5.2.2: 70 5 9 1 9 30 50 9 600 40 100 7 60 40 1 7 20 9 Total: 1067 = 11 x 97. 7.12.1.6.1.2.2.2.1.1.1.1 Even positioned groups of 6 from 7.12.1.6.1.1.2.5.2.2: 1 40 100 400 20 60 40 9 30 7 80 60 40 5 600 1 9 5 Total: 1507 = 11 x 137. 7.12.1.6.1.2.2.2.1.1.1.2 Odd positioned groups of 9 from 7.12.1.6.1.1.2.5.2.2: 1 9 30 40 9 30 7 80 60 1 9 5 60 40 1 7 20 9 Total: 418 = 2 x 11 x 19. 7.12.1.6.1.2.2.2.1.1.1.3 Even positioned groups of 9 from 7.12.1.6.1.1.2.5.2.2: 1 40 100 400 20 60 70 5 9 50 9 600 40 100 7 40 5 600 Total: 2156 = 2 x 2 x 7 x 7 x 11. 7.12.1.6.1.2.2.2.1.1.1.4 Odd positioned groups of 4 from 7.12.1.6.1.1.2.5.2.3: 60 70 5 1 5 9 60 100 9 7 80 60 40 3 7 40 40 1 300 5 Total: 902 = 2 x 11 x 41. 7.12.1.6.1.2.2.2.1.1.2 Even positioned groups of 4 from 7.12.1.6.1.1.2.5.2.3: 40 100 9 60 60 1 9 30 5 90 100 50 5 600 5 30 90 7 20 9 Total: 1320 = 2 x 2 x 2 x 3 x 5 x 11. 7.12.1.6.1.2.2.2.1.2 Odd positioned groups of 5 from 7.12.1.6.1.1.2.5.2.3: 60 70 5 1 40 60 100 60 1 9 5 90 100 50 40 5 30 40 1 300 Total: 1067 = 11 x 97. 7.12.1.6.1.2.2.2.1.3 Even positioned groups of 5 from 7.12.1.6.1.1.2.5.2.3: 100 9 60 5 9 30 9 7 80 60 3 7 40 5 600 5 90 7 20 9 Total: 1155 = 3 x 5 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.2.2.2.1.4 Odd positioned groups of 8 from 7.12.1.6.1.1.2.5.2.4: 9 400 20 60 200 90 5 70 9 600 600 40 60 40 100 7 Total: 2310 = 2 x 3 x 5 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.6.1.2.2.2.1.4.1 Even positioned groups of 8 from 7.12.1.6.1.1.2.5.2.4: 1 100 9 40 9 30 1 100 60 1 9 5 200 8 5 60 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.6.1.2.2.2.1.4.2 Last half of 16 from 7.12.1.6.1.1.2.5.2.4: 9 400 20 60 200 90 5 70 1 100 9 40 9 30 1 100 Total: 1144 = 2 x 2 x 2 x 11 x 13. 7.12.1.6.1.2.2.2.1.4.3 First half of 16 from 7.12.1.6.1.1.2.5.2.4: 9 600 600 40 60 40 100 7 60 1 9 5 200 8 5 60 Total: 1804 = 2 x 2 x 11 x 41. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.6.1.2.2.2.1.4.4 Odd positioned groups of 1 from 7.12.1.6.1.2.1.2.1.1: 9 90 5 100 5 5 80 9 1 40 5 1 40 70 60 5 20 5 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.6.1.2.2.2.2 Even positioned groups of 1 from 7.12.1.6.1.2.1.2.1.1: 60 100 10 1 80 90 400 5 70 80 100 40 5 100 200 200 5 5 Total: 1551 = 3 x 11 x 47. 7.12.1.6.1.2.2.2.2.1 Odd positioned groups of 2 from 7.12.1.6.1.2.1.2.1.1: 9 60 5 10 5 80 80 400 1 70 5 100 40 5 60 200 20 5 Total: 1155 = 3 x 5 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.2.2.2.2.1.1 Even positioned groups of 2 from 7.12.1.6.1.2.1.2.1.1: 90 100 100 1 5 90 9 5 40 80 1 40 70 100 5 200 5 5 Total: 946 = 2 x 11 x 43. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.6.1.2.2.2.2.1.2 Odd positioned groups of 4 from 7.12.1.6.1.2.1.2.1.1: 9 60 90 100 5 80 5 90 1 70 40 80 40 5 70 100 20 5 5 5 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.6.1.2.2.2.2.1.3 Even positioned groups of 4 from 7.12.1.6.1.2.1.2.1.1: 5 10 100 1 80 400 9 5 5 100 1 40 60 200 5 200 Total: 1221 = 3 x 11 x 37. 7.12.1.6.1.2.2.2.2.1.3.1 Odd positioned groups of 4 from 7.12.1.6.1.2.1.2.1.3: 5 90 1 200 9 5 10 4 40 80 60 40 8 5 60 40 10 100 1 90 Total: 858 = 2 x 3 x 11 x 13. 7.12.1.6.1.2.2.2.2.1.3.2 Even positioned groups of 4 from 7.12.1.6.1.2.1.2.1.3: 80 1 80 400 200 10 1 70 60 200 5 200 20 5 5 5 Total: 1342 = 2 x 11 x 61. 7.12.1.6.1.2.2.2.2.1.4 Odd positioned groups of 4 from 7.12.1.6.1.2.1.2.1.4: 9 60 90 100 5 10 100 1 5 80 600 90 1 40 100 60 70 100 40 1 Total: 1562 = 2 x 11 x 71. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.6.1.2.2.2.2.1.4.1 Even positioned groups of 4 from 7.12.1.6.1.2.1.2.1.4: 70 5 40 1 90 60 200 4 1 40 5 100 1 9 40 5 Total: 671 = 11 x 61. 7.12.1.6.1.2.2.2.2.1.4.1.1 Odd positioned groups of 1 from 7.12.1.6.1.2.1.2.2.1: 20 200 5 1 40 400 5 10 1 60 80 10 9 200 60 9 10 90 Total: 1210 = 2 x 5 x 11 x 11. 7.12.1.6.1.2.2.2.2.1.4.1.1.1 Even positioned groups of 1 from 7.12.1.6.1.2.1.2.2.1: 90 9 100 60 100 40 60 7 5 20 5 8 90 90 10 100 90 40 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.6.1.2.2.2.2.1.4.1.1.2 Odd positioned groups of 6 from 7.12.1.6.1.2.1.2.2.2: 300 200 100 7 60 10 100 7 600 70 1 7 1 60 1 10 5 1 Total: 1540 = 2 x 2 x 5 x 7 x 11. 7.12.1.6.1.2.2.2.2.1.4.1.2 Even positioned groups of 6 from 7.12.1.6.1.2.1.2.2.2: 600 20 90 1 40 60 40 200 1 30 4 5 100 60 90 9 200 1 Total: 1551 = 3 x 11 x 47. 7.12.1.6.1.2.2.2.2.1.4.2 Odd positioned groups of 1 from 7.12.1.6.1.2.1.2.3.2: 9 90 70 20 90 200 40 5 100 9 5 100 80 9 10 5 60 10 200 1 40 7 1 5 Total: 1166 = 2 x 11 x 53. 7.12.1.6.1.2.2.2.2.2 Even positioned groups of 1 from 7.12.1.6.1.2.1.2.3.2: 60 100 5 600 20 90 1 10 1 1 40 60 400 5 4 40 200 1 10 70 80 30 4 5 Total: 1837 = 11 x 167. 7.12.1.6.1.2.2.2.3 Odd positioned groups of 12 from 7.12.1.6.1.2.1.2.3.2: 9 60 90 100 70 5 20 600 90 20 200 90 80 400 9 5 10 4 5 40 60 200 10 1 Total: 2178 = 2 x 3 x 3 x 11 x 11. 7.12.1.6.1.2.2.2.3.1 Even positioned groups of 12 from 7.12.1.6.1.2.1.2.3.2: 40 1 5 10 100 1 9 1 5 40 100 60 200 10 1 70 40 80 7 30 1 4 5 5 Total: 825 = 3 x 5 x 5 x 11. 7.12.1.6.1.2.2.2.3.2 Odd positioned groups of 16 from 7.12.1.6.1.2.1.2.3.2: 9 60 90 100 70 5 20 600 90 20 200 90 40 1 5 10 60 200 10 1 200 10 1 70 40 80 7 30 1 4 5 5 Total: 2134 = 2 x 11 x 97. 7.12.1.6.1.2.2.2.4 Even positioned groups of 16 from 7.12.1.6.1.2.1.2.3.2: 100 1 9 1 5 40 100 60 80 400 9 5 10 4 5 40 Total: 869 = 11 x 79. 7.12.1.6.1.2.3 Odd positioned groups of 12 from 7.12.1.6.1.2.1.2.4.7: 60 40 60 200 5 200 90 9 60 200 10 1 Total: 935 = 5 x 11 x 17. 7.12.1.6.1.2.3.1 Even positioned groups of 12 from 7.12.1.6.1.2.1.2.4.7: 1 40 100 60 1 9 5 70 10 1 8 7 5 5 10 100 1 90 90 10 90 5 40 1 Total: 759 = 3 x 11 x 23. 7.12.1.6.1.2.3.1.1 Last half of 18 from 7.12.1.6.1.2.2.2.1.1: 60 1 9 60 10 10 5 60 60 60 5 60 5 40 90 40 40 1 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.6.1.2.3.1.2 First half of 18 from 7.12.1.6.1.2.2.2.1.1: 100 90 9 1 8 100 60 100 9 9 60 9 60 100 80 9 60 5 Total: 869 = 11 x 79. 7.12.1.6.1.2.3.2 Odd positioned groups of 3 from 7.12.1.6.1.2.2.2.1.4: 60 1 9 4 90 200 5 60 60 200 1 60 60 100 9 9 9 1 60 100 80 80 200 5 Total: 1463 = 7 x 11 x 19. 7.12.1.6.1.2.3.2.1 Even positioned groups of 3 from 7.12.1.6.1.2.2.2.1.4: 60 10 10 9 9 10 60 5 60 100 200 9 9 60 9 60 1 100 9 60 5 40 5 2 Total: 902 = 2 x 11 x 41. 7.12.1.6.1.2.3.2.1.1 Odd positioned groups of 4 from 7.12.1.6.1.2.2.2.1.4: 60 1 9 60 200 9 9 10 5 60 200 1 60 100 9 9 1 60 1 100 60 5 80 200 Total: 1309 = 7 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.6.1.2.3.2.1.2 Even positioned groups of 4 from 7.12.1.6.1.2.2.2.1.4: 10 10 4 90 5 60 60 60 60 100 200 9 60 9 9 9 60 100 80 9 5 40 5 2 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.6.1.2.3.2.2 Odd positioned groups of 2 from 7.12.1.6.1.2.2.2.2.1: 70 100 90 200 200 60 5 4 600 60 10 9 40 5 40 9 600 10 Total: 2112 = 2 x 2 x 2 x 2 x 2 x 2 x 3 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.2.3.2.2.1 Even positioned groups of 2 from 7.12.1.6.1.2.2.2.2.1: 4 30 80 9 30 40 40 70 1 10 5 60 1 90 60 60 90 200 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.6.1.2.3.2.2.2 Odd positioned groups of 9 from 7.12.1.6.1.2.2.2.2.1: 60 30 40 5 4 40 70 600 60 90 40 9 60 60 600 10 90 200 Total: 2068 = 2 x 2 x 11 x 47. 7.12.1.6.1.2.3.2.2.2.1 Even positioned groups of 9 from 7.12.1.6.1.2.2.2.2.1: 70 100 4 30 90 200 80 9 200 1 10 10 9 5 60 40 5 1 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.6.1.2.3.2.2.2.1.1 Odd positioned groups of 2 from 7.12.1.6.1.2.3.2.2.2: 60 30 60 200 40 10 9 90 40 70 200 90 200 80 9 90 70 60 Total: 1408 = 2 x 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.6.1.2.3.2.2.2.1.1.1 Even positioned groups of 2 from 7.12.1.6.1.2.3.2.2.2: 40 100 600 9 5 40 8 60 9 7 9 600 10 1 2 600 60 40 Total: 2200 = 2 x 2 x 2 x 5 x 5 x 11. 7.12.1.6.1.2.3.2.2.2.1.1.1.1 Odd positioned groups of 1 from 7.12.1.6.1.2.3.2.4.1: 60 60 4 9 5 90 100 200 60 10 9 9 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.6.1.2.3.2.2.2.1.1.1.2 Even positioned groups of 1 from 7.12.1.6.1.2.3.2.4.1: 40 200 200 20 200 9 1 80 200 1 70 90 Total: 1111 = 11 x 101. SF: 112 = 2 x 2 x 2 x 2 x 7. 7.12.1.6.1.2.3.2.2.2.1.1.2 Odd positioned groups of 4 from 7.12.1.6.1.2.3.2.4.1: 60 40 60 200 5 200 90 9 60 200 10 1 Total: 935 = 5 x 11 x 17. 7.12.1.6.1.2.3.2.2.2.1.2 Even positioned groups of 4 from 7.12.1.6.1.2.3.2.4.1: 4 200 9 20 100 1 200 80 9 70 9 90 Total: 792 = 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.6.1.2.3.2.2.2.1.2.1 Odd positioned groups of 12 from 7.12.1.6.1.2.4.2.2.2: 60 1 5 200 9 10 10 9 60 90 80 60 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.6.1.2.3.2.2.2.1.2.2 Even positioned groups of 12 from 7.12.1.6.1.2.4.2.2.2: 5 90 1 9 60 40 1 100 40 40 90 5 60 10 200 5 200 600 7 100 9 9 600 40 Total: 2321 = 11 x 211. 7.12.1.6.1.2.3.2.2.2.1.2.2.1 Odd positioned groups of 1 from 7.12.1.6.1.2.5.1.1.1: 9 40 4 60 60 100 80 400 2 600 40 100 1 20 4 8 7 5 Total: 1540 = 2 x 2 x 5 x 7 x 11. 7.12.1.6.1.2.3.2.2.2.1.2.2.2 Even positioned groups of 1 from 7.12.1.6.1.2.5.1.1.1: 60 40 80 20 5 7 80 2 1 100 1 90 5 60 1 5 200 90 Total: 847 = 7 x 11 x 11. 7.12.1.6.1.2.3.2.2.2.1.3 Odd positioned groups of 3 from 7.12.1.6.1.2.5.1.1.1: 9 60 40 60 20 60 80 80 400 600 100 40 1 5 20 8 5 7 Total: 1595 = 5 x 11 x 29. 7.12.1.6.1.2.3.2.2.2.1.3.1 Even positioned groups of 3 from 7.12.1.6.1.2.5.1.1.1: 40 4 80 5 100 7 2 2 1 1 100 90 60 4 1 200 5 90 Total: 792 = 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.6.1.2.3.2.2.2.1.3.2 Odd positioned groups of 12 from 7.12.1.6.1.2.5.1.1.1: 80 80 400 2 2 1 600 100 40 1 100 90 Total: 1496 = 2 x 2 x 2 x 11 x 17. 7.12.1.6.1.2.3.2.2.2.1.4 Even positioned groups of 12 from 7.12.1.6.1.2.5.1.1.1: 9 60 40 40 4 80 60 20 60 5 100 7 1 5 20 60 4 1 8 5 7 200 5 90 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.6.1.2.3.2.2.2.2 Odd positioned groups of 2 from 7.12.1.6.1.2.5.1.1.3: 5 90 7 400 80 60 2 1 1 20 4 100 8 5 7 3 5 5 Total: 803 = 11 x 73. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.6.1.2.3.2.2.2.2.1 Even positioned groups of 2 from 7.12.1.6.1.2.5.1.1.3: 100 4 80 400 400 5 2 5 60 40 1 60 5 20 200 8 90 5 Total: 1485 = 3 x 3 x 3 x 5 x 11. 7.12.1.6.1.2.3.2.2.2.2.1.1 Odd positioned groups of 2 from 7.12.1.6.1.2.5.1.1.4: 9 60 40 90 4 1 60 200 60 5 100 9 1 40 90 9 5 9 Total: 792 = 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.6.1.2.3.2.2.2.2.1.2 Even positioned groups of 2 from 7.12.1.6.1.2.5.1.1.4: 60 9 40 1 80 200 20 100 600 90 40 20 100 7 1 70 20 60 Total: 1518 = 2 x 3 x 11 x 23. SF: 39 = 3 x 13. 7.12.1.6.1.2.3.2.2.2.2.2 Last half of 18 from 7.12.1.6.1.2.5.1.5.2: 1 40 100 1 1 9 7 90 9 5 5 10 8 5 5 9 20 5 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.6.1.2.3.2.3 First half of 18 from 7.12.1.6.1.2.5.1.5.2: 20 7 3 600 20 9 200 8 5 20 5 90 5 90 5 3 60 60 Total: 1210 = 2 x 5 x 11 x 11. 7.12.1.6.1.2.3.2.4 Odd positioned groups of 1 from 7.12.1.6.1.2.5.1.7.1: 9 60 90 10 100 1 60 20 5 9 80 4 80 80 5 40 90 5 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.6.1.2.3.2.4.1 Even positioned groups of 1 from 7.12.1.6.1.2.5.1.7.1: 60 200 20 1 1 80 200 5 8 70 1 7 400 5 9 4 600 1 Total: 1672 = 2 x 2 x 2 x 11 x 19. 7.12.1.6.1.2.3.2.4.1.1 Odd positioned groups of 5 from 7.12.1.6.1.2.5.1.7.3: 9 60 60 200 70 1 80 200 80 5 5 90 100 60 80 60 400 90 600 5 Total: 2255 = 5 x 11 x 41. 7.12.1.6.1.2.3.2.4.1.1.1 Even positioned groups of 5 from 7.12.1.6.1.2.5.1.7.3: 5 9 40 100 1 90 5 8 9 70 400 80 5 10 4 1 20 200 200 30 Total: 1287 = 3 x 3 x 11 x 13. 7.12.1.6.1.2.3.2.4.1.1.1.1 Odd positioned groups of 2 from 7.12.1.6.1.2.5.1.7.4: 90 20 40 1 60 200 200 30 80 1 400 60 5 9 2 1 Total: 1199 = 11 x 109. 7.12.1.6.1.2.3.2.4.1.1.1.2 Even positioned groups of 2 from 7.12.1.6.1.2.5.1.7.4: 10 1 4 600 20 5 100 60 4 7 1 9 40 4 2 2 Total: 869 = 11 x 79. 7.12.1.6.1.2.3.2.4.1.1.2 Last half of 16 from 7.12.1.6.1.2.5.1.7.4: 90 20 10 1 40 1 4 600 60 200 20 5 200 30 100 60 Total: 1441 = 11 x 131. 7.12.1.6.1.2.3.2.4.1.2 First half of 16 from 7.12.1.6.1.2.5.1.7.4: 80 1 4 7 400 60 1 9 5 9 40 4 2 1 2 2 Total: 627 = 3 x 11 x 19. 7.12.1.6.1.2.3.2.4.1.3 Odd positioned groups of 3 from 7.12.1.6.1.2.5.1.7.6: 9 60 60 9 40 90 40 1 4 1 80 200 80 400 80 60 400 5 2 1 2 5 1 20 Total: 1650 = 2 x 3 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.2.3.2.4.1.3.1 Even positioned groups of 3 from 7.12.1.6.1.2.5.1.7.6: 200 70 5 20 10 1 600 100 1 80 5 90 5 10 4 9 40 4 2 90 600 200 200 30 Total: 2376 = 2 x 2 x 2 x 3 x 3 x 3 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.2.3.2.4.1.3.2 Odd positioned groups of 1 from 7.12.1.6.1.2.5.1.8.2: 600 100 5 9 20 8 1 100 1 7 9 5 8 5 20 20 3 20 200 5 5 5 5 60 Total: 1221 = 3 x 11 x 37. 7.12.1.6.1.2.3.2.4.1.4 Even positioned groups of 1 from 7.12.1.6.1.2.5.1.8.2: 90 5 100 40 7 600 40 1 9 90 5 10 5 9 5 7 600 9 8 20 90 90 3 60 Total: 1903 = 11 x 173. 7.12.1.6.1.2.3.2.4.2 Odd positioned groups of 6 from 7.12.1.6.1.2.5.1.8.3: 9 40 20 7 8 600 7 90 9 5 5 10 9 20 60 40 90 60 Total: 1089 = 3 x 3 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.6.1.2.4 Even positioned groups of 6 from 7.12.1.6.1.2.5.1.8.3: 600 90 100 5 5 100 1 40 100 1 1 9 1 70 5 200 1 200 Total: 1529 = 11 x 139. 7.12.1.6.1.2.4.1 Odd positioned groups of 1 from 7.12.1.6.1.2.5.1.8.4: 60 4 5 100 60 9 8 5 20 20 3 20 200 5 5 5 5 60 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.6.1.2.4.2 Even positioned groups of 1 from 7.12.1.6.1.2.5.1.8.4: 40 200 200 1 200 70 5 9 5 7 600 9 8 20 90 90 3 60 Total: 1617 = 3 x 7 x 7 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.6.1.2.4.2.1 Odd positioned groups of 4 from 7.12.1.6.1.2.5.1.8.4: 60 40 4 200 60 200 9 70 20 5 20 7 200 8 5 20 5 3 60 60 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.6.1.2.4.2.2 Even positioned groups of 4 from 7.12.1.6.1.2.5.1.8.4: 5 200 100 1 8 5 5 9 3 600 20 9 5 90 5 90 Total: 1155 = 3 x 5 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.2.4.2.2.1 Last half of 18 from 7.12.1.6.1.2.5.1.8.4: 60 40 4 200 5 200 100 1 60 200 9 70 8 5 5 9 20 5 Total: 1001 = 7 x 11 x 13. 7.12.1.6.1.2.4.2.2.2 First half of 18 from 7.12.1.6.1.2.5.1.8.4: 20 7 3 600 20 9 200 8 5 20 5 90 5 90 5 3 60 60 Total: 1210 = 2 x 5 x 11 x 11. 7.12.1.6.1.2.4.2.2.2.1 Last half of 16 from 7.12.1.6.1.2.8.1.2.2: 60 90 60 100 90 200 60 10 60 10 9 40 4 40 100 90 Total: 1023 = 3 x 11 x 31. 7.12.1.6.1.2.4.2.2.2.2 First half of 16 from 7.12.1.6.1.2.8.1.2.2: 20 3 40 5 1 100 40 9 5 5 600 10 40 200 200 20 Total: 1298 = 2 x 11 x 59. 7.12.1.6.1.2.4.2.2.3 Last half of 19 from 7.12.1.6.1.4.1.2.2.1: 60 80 9 100 60 100 60 10 1 5 5 60 100 90 40 2 20 60 7 Total: 869 = 11 x 79. 7.12.1.6.1.2.4.2.2.4 First half of 19 from 7.12.1.6.1.4.1.2.2.1: 9 60 90 9 90 1 100 200 300 9 200 80 9 10 5 9 1 70 2 Total: 1254 = 2 x 3 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.6.1.2.4.2.3 Odd positioned groups of 1 from 7.12.1.6.1.4.1.2.2.4: 80 5 40 5 5 20 9 100 8 1 200 9 200 Total: 682 = 2 x 11 x 31. 7.12.1.6.1.2.4.2.4 Even positioned groups of 1 from 7.12.1.6.1.4.1.2.2.4: 10 5 9 1 70 2 60 80 9 100 60 100 Total: 506 = 2 x 11 x 23. 7.12.1.6.1.2.5 Odd positioned groups of 1 from 7.12.1.6.1.4.1.4.2.2: 9 200 100 300 5 7 90 90 60 40 5 1 5 100 Total: 1012 = 2 x 2 x 11 x 23. 7.12.1.6.1.2.5.1 Even positioned groups of 1 from 7.12.1.6.1.4.1.4.2.2: 10 1 60 5 40 1 5 200 9 60 40 70 2 80 Total: 583 = 11 x 53. 7.12.1.6.1.2.5.1.1 Odd positioned groups of 2 from 7.12.1.6.1.4.1.4.2.2: 9 10 100 60 5 40 90 5 60 9 5 40 5 2 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.6.1.2.5.1.1.1 Even positioned groups of 2 from 7.12.1.6.1.4.1.4.2.2: 200 1 300 5 7 1 90 200 40 60 1 70 100 80 Total: 1155 = 3 x 5 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.2.5.1.1.1.1 Odd positioned groups of 7 from 7.12.1.6.1.4.1.4.2.2: 5 5 40 7 1 90 5 40 1 70 5 2 100 80 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.6.1.2.5.1.1.1.2 Even positioned groups of 7 from 7.12.1.6.1.4.1.4.2.2: 9 10 200 1 100 60 300 90 200 60 9 40 60 5 Total: 1144 = 2 x 2 x 2 x 11 x 13. 7.12.1.6.1.2.5.1.1.1.3 Odd positioned groups of 5 from 7.12.1.6.1.4.1.4.2.4: 60 90 5 1 1 10 200 1 100 60 1 90 5 60 9 Total: 693 = 3 x 3 x 7 x 11. 7.12.1.6.1.2.5.1.1.1.4 Even positioned groups of 5 from 7.12.1.6.1.4.1.4.2.4: 5 100 9 10 9 90 9 8 90 9 300 5 5 40 7 60 2 30 90 200 Total: 1078 = 2 x 7 x 7 x 11. 7.12.1.6.1.2.5.1.1.1.5 Odd positioned groups of 1 from 7.12.1.6.1.4.3.1.2.1: 200 10 200 9 8 2 20 60 1 100 9 1 100 1 5 5 60 4 20 3 600 60 40 Total: 1518 = 2 x 3 x 11 x 23. SF: 39 = 3 x 13. 7.12.1.6.1.2.5.1.1.1.6 Even positioned groups of 1 from 7.12.1.6.1.4.3.1.2.1: 10 90 300 20 20 90 1 9 60 10 80 5 90 600 5 200 100 5 20 40 90 3 Total: 1848 = 2 x 2 x 2 x 3 x 7 x 11. 7.12.1.6.1.2.5.1.1.2 Odd positioned groups of 6 from 7.12.1.6.1.4.4.2.1.4: 40 1 200 100 9 100 40 7 8 600 100 60 Total: 1265 = 5 x 11 x 23. SF: 39 = 3 x 13. 7.12.1.6.1.2.5.1.1.3 Even positioned groups of 6 from 7.12.1.6.1.4.4.2.1.4: 2 1 80 1 2 2 60 200 2 7 3 200 80 9 90 1 40 100 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.6.1.2.5.1.1.3.1 Odd positioned groups of 15 from 7.12.1.6.1.4.4.2.2.1: 5 20 600 40 60 90 600 80 3 30 1 90 100 7 5 8 5 20 5 9 1 60 90 10 1 9 5 200 8 5 Total: 2167 = 11 x 197. SF: 208 = 2 x 2 x 2 x 2 x 13. SF: 21 = 3 x 7. 7.12.1.6.1.2.5.1.1.3.2 Even positioned groups of 15 from 7.12.1.6.1.4.4.2.2.1: 9 1 100 7 30 1 90 1 200 100 60 40 40 5 9 Total: 693 = 3 x 3 x 7 x 11. 7.12.1.6.1.2.5.1.1.3.2.1 Odd positioned groups of 1 from 7.12.1.8.1.1.1.1.1.2: 200 90 1 40 40 5 5 100 60 5 90 8 10 600 Total: 1254 = 2 x 3 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.6.1.2.5.1.1.3.2.2 Even positioned groups of 1 from 7.12.1.8.1.1.1.1.1.2: 1 1 100 60 2 60 70 1 90 60 5 9 40 40 Total: 539 = 7 x 7 x 11. 7.12.1.6.1.2.5.1.1.4 Odd positioned groups of 3 from 7.12.1.8.1.2.3.2.4.2: 9 9 10 70 1 40 40 10 40 600 90 60 Total: 979 = 11 x 89. 7.12.1.6.1.2.5.1.1.4.1 Even positioned groups of 3 from 7.12.1.8.1.2.3.2.4.2: 1 80 9 20 40 400 60 100 5 400 90 5 Total: 1210 = 2 x 5 x 11 x 11. 7.12.1.6.1.2.5.1.1.4.2 Odd positioned groups of 9 from 7.12.1.8.1.3.2.3.1.2: 70 10 30 1 100 30 60 40 5 1 9 1 90 70 7 40 5 80 Total: 649 = 11 x 59. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.6.1.2.5.1.2 Even positioned groups of 9 from 7.12.1.8.1.3.2.3.1.2: 200 8 40 60 90 9 100 90 40 70 40 60 40 30 60 60 5 10 Total: 1012 = 2 x 2 x 11 x 23. 7.12.1.6.1.2.5.1.3 Odd positioned groups of 6 from 7.12.1.8.1.3.2.3.2.1: 200 90 9 9 400 60 80 600 8 80 7 8 Total: 1551 = 3 x 11 x 47. 7.12.1.6.1.2.5.1.4 Even positioned groups of 6 from 7.12.1.8.1.3.2.3.2.1: 100 60 100 40 20 5 200 4 9 5 90 60 Total: 693 = 3 x 3 x 7 x 11. 7.12.1.6.1.2.5.1.5 Odd positioned groups of 3 from 7.12.1.8.1.3.2.4.2.1: 5 10 20 70 5 8 40 80 1 100 60 9 30 5 60 1 90 90 Total: 684 = 2 x 2 x 3 x 3 x 19. 7.12.1.6.1.2.5.1.5.1 Even positioned groups of 3 from 7.12.1.8.1.3.2.4.2.1: 600 9 9 20 9 60 100 60 40 90 1 100 40 40 40 5 30 20 Total: 1273 = 19 x 67. 7.12.1.6.1.2.5.1.5.2 Odd positioned groups of 4 from 7.12.1.8.1.3.2.4.2.4: 5 20 600 9 20 60 200 10 1 200 80 9 100 60 40 40 5 20 9 70 Total: 1558 = 2 x 19 x 41. 7.12.1.6.1.2.5.1.5.2.1 Even positioned groups of 4 from 7.12.1.8.1.3.2.4.2.4: 1 100 40 8 40 1 100 40 90 100 1 90 5 9 7 90 Total: 722 = 2 x 19 x 19. 7.12.1.6.1.2.5.1.5.2.2 Odd positioned groups of 2 from 7.12.1.8.1.3.2.4.2.5: 9 1 5 90 20 40 5 40 1 200 90 30 100 60 90 5 30 20 Total: 836 = 2 x 2 x 11 x 19. 7.12.1.6.1.2.5.1.6 Even positioned groups of 2 from 7.12.1.8.1.3.2.4.2.5: 100 70 40 8 1 100 60 40 100 1 5 80 40 7 5 5 9 70 Total: 741 = 3 x 13 x 19. SF: 35 = 5 x 7. 7.12.1.6.1.2.5.1.6.1 Odd positioned groups of 2 from 7.12.1.8.1.3.2.4.2.6: 5 10 20 600 9 1 60 200 80 7 200 80 90 10 60 40 9 1 Total: 1482 = 2 x 3 x 13 x 19. 7.12.1.6.1.2.5.1.6.2 Even positioned groups of 2 from 7.12.1.8.1.3.2.4.2.6: 5 5 3 60 80 9 10 40 100 60 9 90 1 6 40 5 90 90 Total: 703 = 19 x 37. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.6.1.2.5.1.7 Odd positioned groups of 2 from 7.12.1.8.1.3.2.4.3.1: 60 9 600 60 200 8 90 60 100 40 9 9 1 20 40 60 7 90 Total: 1463 = 7 x 11 x 19. 7.12.1.6.1.2.5.1.7.1 Even positioned groups of 2 from 7.12.1.8.1.3.2.4.3.1: 7 20 5 60 20 80 200 1 5 80 90 10 1 60 10 100 5 5 Total: 759 = 3 x 11 x 23. 7.12.1.6.1.2.5.1.7.1.1 Odd positioned groups of 3 from 7.12.1.8.1.3.2.4.3.1: 60 9 7 5 60 200 90 60 200 5 80 9 1 20 1 10 100 7 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.6.1.2.5.1.7.1.2 Even positioned groups of 3 from 7.12.1.8.1.3.2.4.3.1: 20 600 60 8 20 80 1 100 40 9 90 10 60 40 60 90 5 5 Total: 1298 = 2 x 11 x 59. 7.12.1.6.1.2.5.1.7.1.2.1 Odd positioned groups of 9 from 7.12.1.8.1.3.2.4.3.2: 9 60 9 40 60 40 60 5 40 40 30 5 1 40 7 30 5 3 Total: 484 = 2 x 2 x 11 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.2.5.1.7.1.2.2 Even positioned groups of 9 from 7.12.1.8.1.3.2.4.3.2: 5 20 5 9 9 90 70 60 40 100 40 80 1 7 80 30 90 100 Total: 836 = 2 x 2 x 11 x 19. 7.12.1.6.1.2.5.1.7.2 Odd positioned groups of 12 from 7.12.1.8.1.3.2.4.4.1: 80 5 20 4 600 1 60 20 5 200 60 1 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.6.1.2.5.1.7.3 Even positioned groups of 12 from 7.12.1.8.1.3.2.4.4.1: 10 9 9 3 1 1 5 200 90 9 100 200 5 60 1 60 100 5 90 100 7 60 10 9 Total: 1144 = 2 x 2 x 2 x 11 x 13. 7.12.1.6.1.2.5.1.7.3.1 Odd positioned groups of 3 from 7.12.1.8.1.3.2.4.4.2: 5 90 90 90 100 60 7 9 600 200 60 1 80 40 9 90 7 90 Total: 1628 = 2 x 2 x 11 x 37. SF: 52 = 2 x 2 x 13. 7.12.1.6.1.2.5.1.7.3.2 Even positioned groups of 3 from 7.12.1.8.1.3.2.4.4.2: 3 9 100 1 60 10 5 40 200 90 100 90 6 40 9 5 20 70 Total: 858 = 2 x 3 x 11 x 13. 7.12.1.6.1.2.5.1.7.4 Odd positioned groups of 6 from 7.12.1.8.1.3.2.4.4.2: 90 100 60 1 60 10 200 60 1 90 100 90 90 7 90 5 20 70 Total: 1144 = 2 x 2 x 2 x 11 x 13. 7.12.1.6.1.2.5.1.7.4.1 Even positioned groups of 6 from 7.12.1.8.1.3.2.4.4.2: 5 90 90 3 9 100 7 9 600 5 40 200 80 40 9 6 40 9 Total: 1342 = 2 x 11 x 61. 7.12.1.6.1.2.5.1.7.4.2 Odd positioned groups of 2 from 7.12.1.8.1.3.2.5.1.1: 40 60 60 90 100 5 200 90 60 200 70 60 100 1 90 60 200 10 Total: 1496 = 2 x 2 x 2 x 11 x 17. 7.12.1.6.1.2.5.1.7.4.3 Even positioned groups of 2 from 7.12.1.8.1.3.2.5.1.1: 200 40 9 1 9 70 9 90 20 7 40 4 90 5 90 1 100 7 Total: 792 = 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.6.1.2.5.1.7.4.4 Odd positioned groups of 6 from 7.12.1.8.1.3.2.5.1.1: 9 1 100 5 9 70 20 7 70 60 40 4 90 1 200 10 100 7 Total: 803 = 11 x 73. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.6.1.2.5.1.7.5 Even positioned groups of 6 from 7.12.1.8.1.3.2.5.1.1: 40 60 200 40 60 90 200 90 9 90 60 200 100 1 90 5 90 60 Total: 1485 = 3 x 3 x 3 x 5 x 11. 7.12.1.6.1.2.5.1.7.6 Odd positioned groups of 1 from 7.12.1.8.1.3.2.5.1.2: 5 5 90 7 10 100 100 40 40 100 200 600 80 90 40 70 90 5 Total: 1672 = 2 x 2 x 2 x 11 x 19. 7.12.1.6.1.2.5.1.7.6.1 Even positioned groups of 1 from 7.12.1.8.1.3.2.5.1.2: 10 200 10 90 200 60 60 7 5 60 80 8 9 60 90 1 70 80 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.6.1.2.5.1.7.6.1.1 Last half of 18 from 7.12.1.8.1.3.2.5.1.4: 40 60 200 40 60 90 5 10 5 7 90 10 200 100 60 200 90 9 Total: 1276 = 2 x 2 x 11 x 29. 7.12.1.6.1.2.5.1.7.6.1.2 First half of 18 from 7.12.1.8.1.3.2.5.1.4: 20 7 70 60 40 4 100 60 200 80 9 90 60 40 90 90 1 200 Total: 1221 = 3 x 11 x 37. 7.12.1.6.1.2.5.1.7.6.2 Odd positioned groups of 3 from 7.12.1.8.1.3.6.1.1.1: 9 90 3 100 60 200 9 9 90 60 40 4 80 9 90 10 100 40 7 3 10 Total: 1023 = 3 x 11 x 31. 7.12.1.6.1.2.5.1.7.6.2.1 Even positioned groups of 3 from 7.12.1.8.1.3.6.1.1.1: 5 10 5 3 60 9 200 40 100 40 20 5 5 4 9 1 70 60 7 90 5 20 9 70 Total: 847 = 7 x 11 x 11. 7.12.1.6.1.2.5.1.7.6.2.1.1 Odd positioned groups of 1 from 7.12.1.8.6.2.3.1.1.2: 100 100 90 1 30 40 60 40 100 200 9 5 90 1 3 Total: 869 = 11 x 79. 7.12.1.6.1.2.5.1.7.6.2.1.2 Even positioned groups of 1 from 7.12.1.8.6.2.3.1.1.2: 4 90 80 400 5 200 70 80 90 1 1 5 600 8 5 Total: 1639 = 11 x 149. 7.12.1.6.1.2.5.1.7.6.2.1.3 Odd positioned groups of 3 from 7.12.1.8.6.2.4.1.2.1: 20 600 40 60 40 2 4 200 60 200 100 60 Total: 1386 = 2 x 3 x 3 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.2.5.1.7.6.2.1.4 Even positioned groups of 3 from 7.12.1.8.6.2.4.1.2.1: 60 200 90 1 80 1 60 90 100 80 60 300 Total: 1122 = 2 x 3 x 11 x 17. 7.12.1.6.1.2.5.1.7.6.2.2 Last half of 12 from 7.12.1.8.6.2.4.1.3.1: 100 5 90 4 5 1 200 100 60 20 20 60 Total: 665 = 5 x 7 x 19. 7.12.1.6.1.2.5.1.7.6.2.3 First half of 12 from 7.12.1.8.6.2.4.1.3.1: 9 1 8 7 90 5 60 9 60 200 40 100 Total: 589 = 19 x 31. 7.12.1.6.1.2.5.1.7.6.2.4 Odd positioned groups of 2 from 7.12.1.8.6.2.4.1.3.2: 60 200 70 5 40 5 20 5 200 90 90 10 40 100 10 20 300 7 100 600 1 9 80 9 Total: 2071 = 19 x 109. 7.12.1.6.1.2.5.1.8 Even positioned groups of 2 from 7.12.1.8.6.2.4.1.3.2: 1 30 20 600 9 90 3 60 60 200 1 9 5 90 80 60 100 60 40 10 40 100 90 9 Total: 1767 = 3 x 19 x 31. 7.12.1.6.1.2.5.1.8.1 Last half of 9 from 7.12.1.8.6.2.4.1.4.4: 100 600 40 4 200 60 60 90 100 Total: 1254 = 2 x 3 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.6.1.2.5.1.8.2 First half of 9 from 7.12.1.8.6.2.4.1.4.4: 60 200 4 100 60 200 9 8 5 Total: 646 = 2 x 17 x 19. 7.12.1.6.1.2.5.1.8.2.1 Odd positioned groups of 3 from 7.12.1.9.1.1.6.4.2.1: 5 1 1 100 40 3 60 1 20 10 9 80 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.6.1.2.5.1.8.2.2 Even positioned groups of 3 from 7.12.1.9.1.1.6.4.2.1: 9 100 5 60 1 100 1 5 5 100 200 60 100 8 60 Total: 814 = 2 x 11 x 37. 7.12.1.6.1.2.5.1.8.3 Odd positioned groups of 4 from 7.12.1.9.1.1.6.4.2.3: 9 60 100 5 1 3 1 3 100 60 100 1 10 1 9 1 8 5 60 200 Total: 737 = 11 x 67. SF: 78 = 2 x 3 x 13. 7.12.1.6.1.2.5.1.8.3.1 Even positioned groups of 4 from 7.12.1.9.1.1.6.4.2.3: 5 40 5 70 60 40 1 200 200 80 60 200 80 60 100 9 Total: 1210 = 2 x 5 x 11 x 11. 7.12.1.6.1.2.5.1.8.3.1.1 Odd positioned groups of 1 from 7.12.1.9.2.1.1.1.3.2: 7 70 50 400 5 9 90 1 70 100 200 3 40 Total: 1045 = 5 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.6.1.2.5.1.8.3.1.2 Even positioned groups of 1 from 7.12.1.9.2.1.1.1.3.2: 50 1 200 200 100 1 1 5 80 5 40 10 Total: 693 = 3 x 3 x 7 x 11. 7.12.1.6.1.2.5.1.8.3.2 Odd positioned groups of 3 from 7.12.1.9.2.1.1.1.3.4: 70 1 90 80 100 9 100 5 1 80 40 7 Total: 583 = 11 x 53. 7.12.1.6.1.2.5.1.8.3.2.1 Even positioned groups of 3 from 7.12.1.9.2.1.1.1.3.4: 20 7 5 5 400 40 9 90 5 70 100 9 9 40 60 Total: 869 = 11 x 79. 7.12.1.6.1.2.5.1.8.3.2.2 Odd positioned groups of 12 from 7.12.1.9.2.1.1.1.4.3: 90 100 600 7 90 80 10 2 40 5 100 9 Total: 1133 = 11 x 103. 7.12.1.6.1.2.5.1.8.4 Even positioned groups of 12 from 7.12.1.9.2.1.1.1.4.3: 1 5 100 100 100 40 90 5 70 1 50 200 70 5 100 60 9 9 200 90 30 4 9 5 Total: 1353 = 3 x 11 x 41. 7.12.1.6.1.2.5.1.8.4.1 Odd positioned groups of 1 from 7.12.1.9.2.1.1.1.4.4: 1 100 10 5 90 5 3 60 1 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.6.1.2.5.1.8.4.2 Even positioned groups of 1 from 7.12.1.9.2.1.1.1.4.4: 40 80 30 60 40 50 5 7 40 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.6.1.2.5.1.8.4.3 Odd positioned groups of 9 from 7.12.1.9.2.1.1.1.4.5: 40 5 50 3 5 60 7 1 40 60 9 9 200 90 30 4 9 5 Total: 627 = 3 x 11 x 19. 7.12.1.6.1.2.5.1.8.4.3.1 Even positioned groups of 9 from 7.12.1.9.2.1.1.1.4.5: 10 2 40 5 100 9 70 5 100 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.6.1.2.5.1.8.4.3.2 Odd positioned groups of 1 from 7.12.1.9.2.1.1.1.4.6: 1 100 100 90 70 50 90 600 90 1 100 10 5 90 Total: 1397 = 11 x 127. 7.12.1.6.1.2.5.1.8.4.4 Even positioned groups of 1 from 7.12.1.9.2.1.1.1.4.6: 5 100 40 5 1 200 100 7 80 40 80 30 60 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.6.1.2.5.1.8.4.5 Odd positioned groups of 2 from 7.12.1.9.2.4.2.1.2.1: 60 100 200 60 40 5 10 300 90 60 5 60 2 9 Total: 1001 = 7 x 11 x 13. 7.12.1.6.1.2.5.1.8.4.5.1 Even positioned groups of 2 from 7.12.1.9.2.4.2.1.2.1: 40 5 9 100 60 60 20 90 10 600 600 90 5 60 Total: 1749 = 3 x 11 x 53. 7.12.1.6.1.2.5.1.8.4.5.2 Odd positioned groups of 1 from 7.12.1.9.3.2.3.1.1.3: 40 60 1 200 60 1 60 20 40 5 60 9 200 20 5 Total: 781 = 11 x 71. 7.12.1.6.1.2.5.1.8.4.5.2.1 Even positioned groups of 1 from 7.12.1.9.3.2.3.1.1.3: 5 200 100 60 100 90 5 90 200 5 4 90 60 9 60 Total: 1078 = 2 x 7 x 7 x 11. 7.12.1.6.1.2.5.1.8.4.5.2.2 Odd positioned groups of 5 from 7.12.1.9.3.2.3.3.2.1: 1 100 90 3 3 9 2 1 40 20 100 6 40 9 5 Total: 429 = 3 x 11 x 13. 7.12.1.6.1.2.5.1.8.4.6 Even positioned groups of 5 from 7.12.1.9.3.2.3.3.2.1: 100 200 3 3 40 90 60 30 60 10 20 200 5 90 200 Total: 1111 = 11 x 101. SF: 112 = 2 x 2 x 2 x 2 x 7. 7.12.1.6.1.2.5.2 Odd positioned groups of 5 from 7.12.1.9.3.2.3.4.2.3: 40 90 1 9 7 40 60 200 5 3 40 1 300 5 90 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.6.1.2.6 Even positioned groups of 5 from 7.12.1.9.3.2.3.4.2.3: 80 60 90 8 5 80 60 40 10 9 1 20 7 20 60 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.6.1.2.6.1 Odd positioned groups of 3 from 7.12.1.9.3.2.4.1.3.1: 80 5 9 10 1 9 200 9 40 Total: 363 = 3 x 11 x 11. 7.12.1.6.1.2.6.2 Even positioned groups of 3 from 7.12.1.9.3.2.4.1.3.1: 400 9 5 90 100 60 5 30 60 1 100 9 Total: 869 = 11 x 79. 7.12.1.6.1.2.7 Odd positioned groups of 1 from 7.12.1.9.3.2.4.3.1.1: 40 70 60 9 10 1 100 40 1 70 9 70 200 60 200 5 3 9 Total: 957 = 3 x 11 x 29. 7.12.1.6.1.2.7.1 Even positioned groups of 1 from 7.12.1.9.3.2.4.3.1.1: 5 1 20 5 4 40 60 100 30 1 6 5 9 90 100 5 10 70 Total: 561 = 3 x 11 x 17. 7.12.1.6.1.2.7.2 Odd positioned groups of 4 from 7.12.1.9.3.2.4.3.1.2: 7 40 70 5 5 4 200 90 7 8 3 1 60 10 60 200 90 4 5 100 Total: 969 = 3 x 17 x 19. SF: 39 = 3 x 13. 7.12.1.6.1.2.8 Even positioned groups of 4 from 7.12.1.9.3.2.4.3.1.2: 9 80 1 200 200 4 200 10 8 5 60 200 9 40 5 90 Total: 1121 = 19 x 59. SF: 78 = 2 x 3 x 13. 7.12.1.6.1.2.8.1 Last half of 18 from 7.12.1.9.3.2.4.3.1.2: 7 40 70 5 9 80 1 200 5 4 200 90 200 4 200 10 7 8 Total: 1140 = 2 x 2 x 3 x 5 x 19. 7.12.1.6.1.2.8.1.1 First half of 18 from 7.12.1.9.3.2.4.3.1.2: 3 1 8 5 60 200 60 10 60 200 9 40 5 90 90 4 5 100 Total: 950 = 2 x 5 x 5 x 19. 7.12.1.6.1.2.8.1.2 Odd positioned groups of 6 from 7.12.1.9.3.2.4.3.2.1: 10 1 100 600 5 50 5 30 80 60 100 9 9 30 100 9 40 5 Total: 1243 = 11 x 113. 7.12.1.6.1.2.8.1.2.1 Even positioned groups of 6 from 7.12.1.9.3.2.4.3.2.1: 200 100 60 40 1 40 7 40 400 20 5 20 100 60 4 1 1 100 Total: 1199 = 11 x 109. 7.12.1.6.1.2.8.1.2.2 Last half of 16 from 7.12.1.9.3.2.4.3.2.2: 100 7 40 90 200 90 9 50 1 40 1 200 40 60 90 60 Total: 1078 = 2 x 7 x 7 x 11. 7.12.1.6.1.2.8.1.2.2.1 First half of 16 from 7.12.1.9.3.2.4.3.2.2: 60 40 100 5 5 9 30 9 1 9 5 30 1 100 5 20 Total: 429 = 3 x 11 x 13. 7.12.1.6.1.2.8.1.2.2.1.1 Odd positioned groups of 8 from 7.12.1.9.3.3.1.1.3.1: 9 3 60 40 7 90 1 40 60 40 10 9 5 30 70 1 Total: 475 = 5 x 5 x 19. 7.12.1.6.1.2.8.1.2.2.1.1.1 Even positioned groups of 8 from 7.12.1.9.3.3.1.1.3.1: 5 50 5 4 7 30 60 200 Total: 361 = 19 x 19. 7.12.1.6.1.2.8.1.2.2.1.1.2 Odd positioned groups of 6 from 7.12.1.9.3.3.1.1.3.2: 1 200 100 60 80 9 100 5 90 30 5 90 Total: 770 = 2 x 5 x 7 x 11. 7.12.1.6.1.2.8.1.2.2.1.2 Even positioned groups of 6 from 7.12.1.9.3.3.1.1.3.2: 90 1 1 9 30 1 1 200 1 2 1 400 Total: 737 = 11 x 67. SF: 78 = 2 x 3 x 13. 7.12.1.6.1.2.8.1.2.2.2 Odd positioned groups of 8 from 7.12.1.9.3.3.1.1.4.1: 200 70 5 100 100 5 40 100 60 9 5 100 1 100 100 600 Total: 1595 = 5 x 11 x 29. 7.12.1.6.1.2.8.1.2.2.2.1 Even positioned groups of 8 from 7.12.1.9.3.3.1.1.4.1: 7 40 40 100 40 1 200 100 Total: 528 = 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.6.1.2.8.1.2.2.2.1.1 Odd positioned groups of 2 from 7.12.1.9.3.3.2.2.1.2: 90 80 7 60 40 9 30 10 70 200 300 90 200 80 100 9 Total: 1375 = 5 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.2.8.1.2.2.2.1.2 Even positioned groups of 2 from 7.12.1.9.3.3.2.2.1.2: 600 40 1 40 100 1 40 70 40 2 40 100 90 200 Total: 1364 = 2 x 2 x 11 x 31. 7.12.1.6.1.2.8.1.2.2.2.2 Odd positioned groups of 3 from 7.12.1.9.3.3.2.2.1.4: 80 100 600 40 7 40 10 5 40 2 90 300 80 1 90 Total: 1485 = 3 x 3 x 3 x 5 x 11. 7.12.1.6.1.2.8.1.2.2.2.2.1 Even positioned groups of 3 from 7.12.1.9.3.3.2.2.1.4: 9 90 70 70 1 60 1 30 1 5 40 5 60 200 40 Total: 682 = 2 x 11 x 31. 7.12.1.6.1.2.8.1.2.2.2.2.2 Odd positioned groups of 6 from 7.12.1.9.3.3.2.2.1.4: 70 1 60 40 7 40 5 40 5 2 90 300 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.6.1.2.8.1.2.2.2.3 Even positioned groups of 6 from 7.12.1.9.3.3.2.2.1.4: 9 90 70 80 100 600 1 30 1 10 5 40 60 200 40 80 1 90 Total: 1507 = 11 x 137. 7.12.1.6.1.2.8.1.2.2.2.3.1 Last half of 15 from 7.12.1.9.3.3.2.2.1.4: 10 5 40 5 40 5 2 90 300 60 200 40 80 1 90 Total: 968 = 2 x 2 x 2 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.6.1.2.8.1.2.2.2.3.2 First half of 15 from 7.12.1.9.3.3.2.2.1.4: 9 90 70 80 100 600 70 1 60 40 7 40 1 30 1 Total: 1199 = 11 x 109. 7.12.1.6.1.2.8.1.2.2.2.3.3 Odd positioned groups of 1 from 7.12.1.9.3.3.2.2.2.2: 60 90 100 90 100 7 5 600 10 9 5 90 1 100 9 Total: 1276 = 2 x 2 x 11 x 29. 7.12.1.6.1.2.8.1.2.2.2.3.4 Even positioned groups of 1 from 7.12.1.9.3.3.2.2.2.2: 40 100 5 90 60 10 70 60 60 90 5 10 200 60 20 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.6.1.2.8.1.2.2.2.4 Odd positioned groups of 5 from 7.12.1.9.3.3.2.3.2.2: 7 1 60 20 40 70 8 10 90 5 9 100 10 30 200 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.6.1.2.8.1.2.2.2.4.1 Even positioned groups of 5 from 7.12.1.9.3.3.2.3.2.2: 5 90 60 80 200 100 90 9 100 9 200 80 90 90 40 Total: 1243 = 11 x 113. 7.12.1.6.1.2.8.1.2.2.2.4.2 Odd positioned groups of 2 from 7.12.1.9.3.3.2.3.2.3: 40 5 90 200 60 20 5 9 5 8 4 200 60 40 5 30 Total: 781 = 11 x 71. 7.12.1.6.1.2.8.2 Even positioned groups of 2 from 7.12.1.9.3.3.2.3.2.3: 100 60 3 1 40 100 1 9 7 90 200 90 200 100 Total: 1001 = 7 x 11 x 13. 7.12.1.6.1.3 Last half of 15 from 7.12.1.9.3.3.2.3.2.5: 5 70 5 8 7 10 7 90 10 5 4 200 40 80 200 Total: 741 = 3 x 13 x 19. SF: 35 = 5 x 7. 7.12.1.6.1.4 First half of 15 from 7.12.1.9.3.3.2.3.2.5: 40 5 9 90 100 60 70 80 90 200 40 7 3 1 3 Total: 798 = 2 x 3 x 7 x 19. 7.12.1.6.1.4.1 Odd positioned groups of 3 from 7.12.1.9.3.3.2.4.1.2: 1 200 100 70 60 40 9 5 2 9 60 9 70 60 9 Total: 704 = 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.6.1.4.1.1 Even positioned groups of 3 from 7.12.1.9.3.3.2.4.1.2: 600 40 5 40 200 80 70 9 4 100 8 600 5 100 9 Total: 1870 = 2 x 5 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.6.1.4.1.2 Odd positioned groups of 6 from 7.12.1.9.3.3.2.4.1.2: 40 200 80 70 60 40 100 8 600 9 60 9 Total: 1276 = 2 x 2 x 11 x 29. 7.12.1.6.1.4.1.2.1 Even positioned groups of 6 from 7.12.1.9.3.3.2.4.1.2: 600 40 5 1 200 100 70 9 4 9 5 2 5 100 9 70 60 9 Total: 1298 = 2 x 11 x 59. 7.12.1.6.1.4.1.2.1.1 Odd positioned groups of 4 from 7.12.1.9.3.3.2.4.2.3: 80 9 60 40 1 9 8 60 20 1 90 300 5 9 90 10 Total: 792 = 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.6.1.4.1.2.1.2 Even positioned groups of 4 from 7.12.1.9.3.3.2.4.2.3: 60 200 10 1 1 40 600 100 40 1 200 100 5 20 5 3 Total: 1386 = 2 x 3 x 3 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.4.1.2.2 Odd positioned groups of 1 from 7.12.1.9.3.3.2.4.2.5: 60 60 10 8 20 3 1 20 90 200 20 90 200 5 5 Total: 792 = 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.6.1.4.1.2.2.1 Even positioned groups of 1 from 7.12.1.9.3.3.2.4.2.5: 40 200 1 60 5 60 70 1 300 100 7 100 100 20 3 Total: 1067 = 11 x 97. 7.12.1.6.1.4.1.2.2.1.1 Last half of 15 from 7.12.1.9.3.3.2.4.2.6: 100 1 80 60 40 60 200 40 1 5 9 90 10 40 1 Total: 737 = 11 x 67. SF: 78 = 2 x 3 x 13. 7.12.1.6.1.4.1.2.2.1.2 First half of 15 from 7.12.1.9.3.3.2.4.2.6: 80 9 60 40 200 100 200 100 60 40 1 9 1 40 600 Total: 1540 = 2 x 2 x 5 x 7 x 11. 7.12.1.6.1.4.1.2.2.2 Odd positioned groups of 1 from 7.12.1.9.3.3.2.4.3.1: 70 60 200 200 1 5 600 5 5 60 60 90 5 9 5 Total: 1375 = 5 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.4.1.2.2.3 Even positioned groups of 1 from 7.12.1.9.3.3.2.4.3.1: 1 40 100 80 9 70 100 70 1 40 9 100 5 70 20 Total: 715 = 5 x 11 x 13. 7.12.1.6.1.4.1.2.2.4 Odd positioned groups of 2 from 7.12.1.9.3.3.2.5.1.1: 200 80 1 9 600 100 60 40 90 100 60 200 Total: 1540 = 2 x 2 x 5 x 7 x 11. 7.12.1.6.1.4.1.2.2.4.1 Even positioned groups of 2 from 7.12.1.9.3.3.2.5.1.1: 600 90 8 60 7 90 60 200 5 30 9 40 Total: 1199 = 11 x 109. 7.12.1.6.1.4.1.2.2.4.2 Odd positioned groups of 5 from 7.12.1.9.3.3.2.6.2.2: 600 9 40 200 7 30 4 10 9 40 40 5 60 9 70 Total: 1133 = 11 x 103. 7.12.1.6.1.4.1.3 Even positioned groups of 5 from 7.12.1.9.3.3.2.6.2.2: 5 90 60 80 9 1 100 200 1 20 100 90 9 100 70 Total: 935 = 5 x 11 x 17. 7.12.1.6.1.4.1.4 Odd positioned groups of 5 from 7.12.1.9.3.3.2.6.3.1: 1 200 60 30 4 9 5 1 200 30 9 5 5 30 5 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.6.1.4.1.4.1 Even positioned groups of 5 from 7.12.1.9.3.3.2.6.3.1: 40 9 100 600 9 40 5 5 40 5 4 40 200 200 1 Total: 1298 = 2 x 11 x 59. 7.12.1.6.1.4.1.4.2 Odd positioned groups of 1 from 7.12.1.9.3.5.4.2.2.1: 400 5 40 90 600 60 5 9 600 60 100 40 3 100 Total: 2112 = 2 x 2 x 2 x 2 x 2 x 2 x 3 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.4.1.4.2.1 Even positioned groups of 1 from 7.12.1.9.3.5.4.2.2.1: 9 70 40 200 1 40 10 90 200 5 6 20 400 9 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.6.1.4.1.4.2.2 Odd positioned groups of 2 from 7.12.1.9.4.2.1.1.2.2: 9 60 8 9 100 9 30 5 10 60 7 100 Total: 407 = 11 x 37. 7.12.1.6.1.4.1.4.2.2.1 Even positioned groups of 2 from 7.12.1.9.4.2.1.1.2.2: 40 60 30 1 1 30 100 60 100 60 600 40 Total: 1122 = 2 x 3 x 11 x 17. 7.12.1.6.1.4.1.4.2.2.2 Odd positioned groups of 4 from 7.12.1.9.4.2.1.1.2.2: 9 60 40 60 100 9 1 30 10 60 100 60 Total: 539 = 7 x 7 x 11. 7.12.1.6.1.4.1.4.2.2.3 Even positioned groups of 4 from 7.12.1.9.4.2.1.1.2.2: 8 9 30 1 30 5 100 60 7 100 600 40 Total: 990 = 2 x 3 x 3 x 5 x 11. 7.12.1.6.1.4.1.4.2.2.4 Odd positioned groups of 6 from 7.12.1.9.4.2.1.1.2.2: 9 60 40 60 8 9 30 5 100 60 10 60 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.6.1.4.1.4.2.2.5 Even positioned groups of 6 from 7.12.1.9.4.2.1.1.2.2: 30 1 100 9 1 30 100 60 7 100 600 40 Total: 1078 = 2 x 7 x 7 x 11. 7.12.1.6.1.4.1.4.2.2.5.1 Odd positioned groups of 2 from 7.12.1.9.4.2.1.4.1.1: 7 10 9 60 30 9 600 40 80 40 100 5 Total: 990 = 2 x 3 x 3 x 5 x 11. 7.12.1.6.1.4.1.4.2.2.5.2 Even positioned groups of 2 from 7.12.1.9.4.2.1.4.1.1: 5 40 40 60 1 200 40 5 9 70 2 100 Total: 572 = 2 x 2 x 11 x 13. SF: 28 = 2 x 2 x 7. 7.12.1.6.1.4.1.4.2.2.6 Odd positioned groups of 2 from 7.12.1.9.4.2.1.4.1.2: 70 5 40 1 30 5 40 9 60 200 40 600 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.6.1.4.1.4.2.3 Even positioned groups of 2 from 7.12.1.9.4.2.1.4.1.2: 200 40 1 9 100 60 40 200 60 1 10 60 Total: 781 = 11 x 71. 7.12.1.6.1.4.1.4.2.4 Odd positioned groups of 8 from 7.12.1.9.4.2.1.4.1.2: 70 5 200 40 40 1 1 9 60 200 60 1 40 600 10 60 Total: 1397 = 11 x 127. 7.12.1.6.1.4.1.4.2.4.1 Even positioned groups of 8 from 7.12.1.9.4.2.1.4.1.2: 30 5 100 60 40 9 40 200 Total: 484 = 2 x 2 x 11 x 11. SF: 26 = 2 x 13. 7.12.1.6.1.4.1.4.2.4.2 Last half of 12 from 7.12.1.9.4.2.1.4.1.2: 40 9 40 200 60 200 60 1 40 600 10 60 Total: 1320 = 2 x 2 x 2 x 3 x 5 x 11. 7.12.1.6.1.4.2 First half of 12 from 7.12.1.9.4.2.1.4.1.2: 70 5 200 40 40 1 1 9 30 5 100 60 Total: 561 = 3 x 11 x 17. 7.12.1.6.1.4.3 Odd positioned groups of 8 from 7.12.1.9.4.2.1.4.2.1: 1 40 9 100 100 600 40 60 7 30 9 90 200 70 1 40 Total: 1397 = 11 x 127. 7.12.1.6.1.4.3.1 Even positioned groups of 8 from 7.12.1.9.4.2.1.4.2.1: 200 100 1 100 100 60 9 90 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.6.1.4.3.1.1 Odd positioned groups of 6 from 7.12.1.9.4.2.1.4.2.2: 60 200 1 40 9 60 1 9 200 80 10 1 Total: 671 = 11 x 61. 7.12.1.6.1.4.3.1.2 Even positioned groups of 6 from 7.12.1.9.4.2.1.4.2.2: 30 60 70 9 40 9 60 7 40 1 200 90 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.6.1.4.3.1.2.1 Odd positioned groups of 8 from 7.12.1.9.4.2.1.4.2.2: 60 200 1 40 9 60 30 60 10 1 60 7 40 1 200 90 Total: 869 = 11 x 79. 7.12.1.6.1.4.3.1.2.1.1 Even positioned groups of 8 from 7.12.1.9.4.2.1.4.2.2: 70 9 40 9 1 9 200 80 Total: 418 = 2 x 11 x 19. 7.12.1.6.1.4.3.1.2.1.2 Odd positioned groups of 4 from 7.12.1.9.4.4.1.1.2.1: 1 40 60 40 5 9 100 1 9 100 200 90 1 100 200 100 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.6.1.4.3.1.2.2 Even positioned groups of 4 from 7.12.1.9.4.4.1.1.2.1: 1 20 60 10 9 30 60 20 5 90 100 90 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.6.1.4.3.2 Last half of 18 from 7.12.1.9.4.4.1.1.3.1: 1 40 100 5 60 40 400 20 1 30 60 10 100 5 90 90 200 90 Total: 1342 = 2 x 11 x 61. 7.12.1.6.1.4.4 First half of 18 from 7.12.1.9.4.4.1.1.3.1: 40 1 9 90 60 9 10 100 1 200 90 9 90 5 90 70 60 100 Total: 1034 = 2 x 11 x 47. 7.12.1.6.1.4.4.1 Odd positioned groups of 12 from 7.12.1.9.4.4.4.1.1.5: 40 10 1 7 3 80 7 20 100 100 1 60 Total: 429 = 3 x 11 x 13. 7.12.1.6.1.4.4.2 Even positioned groups of 12 from 7.12.1.9.4.4.4.1.1.5: 200 100 70 1 10 10 70 100 1 60 40 20 100 60 9 40 1 90 1 9 8 10 1 1 Total: 1012 = 2 x 2 x 11 x 23. 7.12.1.6.1.4.4.2.1 Odd positioned groups of 6 from 7.12.1.9.4.4.4.1.1.6: 60 200 3 1 9 90 Total: 363 = 3 x 11 x 11. 7.12.1.6.1.4.4.2.1.1 Even positioned groups of 6 from 7.12.1.9.4.4.4.1.1.6: 60 40 100 30 60 1 40 10 5 40 1 9 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.6.1.4.4.2.1.2 Odd positioned groups of 4 from 7.12.1.9.4.4.4.2.1.1: 200 90 1 200 5 100 100 60 2 1 20 5 5 600 100 7 Total: 1496 = 2 x 2 x 2 x 11 x 17. 7.12.1.6.1.4.4.2.1.3 Even positioned groups of 4 from 7.12.1.9.4.4.4.2.1.1: 40 5 10 1 1 200 1 40 5 70 40 3 40 300 5 9 Total: 770 = 2 x 5 x 7 x 11. 7.12.1.6.1.4.4.2.1.4 Odd positioned groups of 8 from 7.12.1.9.4.4.4.2.1.1: 200 90 1 200 40 5 10 1 2 1 20 5 5 70 40 3 Total: 693 = 3 x 3 x 7 x 11. 7.12.1.6.1.4.4.2.1.4.1 Even positioned groups of 8 from 7.12.1.9.4.4.4.2.1.1: 5 100 100 60 1 200 1 40 5 600 100 7 40 300 5 9 Total: 1573 = 11 x 11 x 13. SF: 35 = 5 x 7. 7.12.1.6.1.4.4.2.1.4.2 Odd positioned groups of 2 from 7.12.1.9.4.4.5.2.1.1: 90 5 1 40 1 1 40 60 1 1 40 600 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.6.1.4.4.2.2 Even positioned groups of 2 from 7.12.1.9.4.4.5.2.1.1: 1 5 1 80 5 9 7 9 5 5 7 9 Total: 143 = 11 x 13. 7.12.1.6.1.4.4.2.2.1 Odd positioned groups of 8 from 7.12.1.9.4.4.5.2.1.1: 90 5 1 5 1 40 1 80 1 1 5 5 40 600 7 9 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.6.1.4.4.2.2.1.1 Even positioned groups of 8 from 7.12.1.9.4.4.5.2.1.1: 1 1 5 9 40 60 7 9 Total: 132 = 2 x 2 x 3 x 11. 7.12.1.6.1.4.4.2.2.1.1.1 Odd positioned groups of 8 from 7.12.1.9.4.4.5.2.1.2: 100 90 200 10 60 10 200 20 90 9 40 7 3 100 80 4 Total: 1023 = 3 x 11 x 31. 7.12.1.6.1.4.4.2.2.1.1.2 Even positioned groups of 8 from 7.12.1.9.4.4.5.2.1.2: 40 200 60 90 1 40 30 100 Total: 561 = 3 x 11 x 17. 7.12.1.6.1.4.4.2.2.1.2 Odd positioned groups of 1 from 7.12.1.9.4.4.5.2.1.3: 90 5 1 5 1 40 1 80 1 1 5 5 40 600 7 9 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.6.1.4.4.2.2.2 Even positioned groups of 1 from 7.12.1.9.4.4.5.2.1.3: 100 90 200 10 60 10 200 20 90 9 40 7 3 100 80 4 Total: 1023 = 3 x 11 x 31. 7.12.1.6.1.4.4.2.3 Last half of 16 from 7.12.1.9.4.4.5.2.1.3: 90 100 5 90 1 200 5 10 1 60 40 10 1 200 80 20 Total: 913 = 11 x 83. 7.12.1.6.1.4.4.2.3.1 First half of 16 from 7.12.1.9.4.4.5.2.1.3: 1 90 1 9 5 40 5 7 40 3 600 100 7 80 9 4 Total: 1001 = 7 x 11 x 13. 7.12.1.6.1.4.4.2.3.2 Odd positioned groups of 1 from 7.12.1.9.4.4.5.2.1.4: 1 1 5 9 40 60 7 9 Total: 132 = 2 x 2 x 3 x 11. 7.12.1.6.1.4.4.2.4 Even positioned groups of 1 from 7.12.1.9.4.4.5.2.1.4: 40 200 60 90 1 40 30 100 Total: 561 = 3 x 11 x 17. 7.12.1.6.2 Last half of 15 from 7.12.1.9.4.4.5.2.2.1: 50 90 80 1 1 7 90 600 60 90 9 20 40 90 70 Total: 1298 = 2 x 11 x 59. 7.12.1.6.2.1 First half of 15 from 7.12.1.9.4.4.5.2.2.1: 40 600 60 10 7 9 90 9 1 3 100 9 7 40 60 Total: 1045 = 5 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.6.2.2 Odd positioned groups of 2 from 7.12.1.9.4.4.5.2.2.2: 5 90 1 40 100 7 1 40 5 9 100 600 80 10 40 5 Total: 1133 = 11 x 103. 7.12.1.7 Even positioned groups of 2 from 7.12.1.9.4.4.5.2.2.2: 1 10 10 90 1 90 1 90 4 5 1 200 30 600 Total: 1133 = 11 x 103. 7.12.1.8 Odd positioned groups of 5 from 7.12.1.9.4.4.5.2.2.2: 40 10 90 100 7 90 5 9 4 5 10 30 600 40 5 Total: 1045 = 5 x 11 x 19. SF: 35 = 5 x 7. 7.12.1.8.1 Even positioned groups of 5 from 7.12.1.9.4.4.5.2.2.2: 5 90 1 10 1 1 90 1 40 1 100 600 1 200 80 Total: 1221 = 3 x 11 x 37. 7.12.1.8.1.1 Odd positioned groups of 1 from 7.12.1.9.4.4.5.2.2.3: 5 1 1 600 10 40 90 7 5 4 50 80 1 600 200 Total: 1694 = 2 x 7 x 11 x 11. 7.12.1.8.1.1.1 Even positioned groups of 1 from 7.12.1.9.4.4.5.2.2.3: 90 10 40 60 7 10 100 90 9 5 90 1 100 1 80 Total: 693 = 3 x 3 x 7 x 11. 7.12.1.8.1.1.1.1 Odd positioned groups of 6 from 7.12.1.9.4.4.5.2.2.3: 600 60 10 7 40 10 4 5 50 90 80 1 Total: 957 = 3 x 11 x 29. 7.12.1.8.1.1.1.1.1 Even positioned groups of 6 from 7.12.1.9.4.4.5.2.2.3: 5 90 1 10 1 40 90 100 7 90 5 9 1 100 600 1 200 80 Total: 1430 = 2 x 5 x 11 x 13. 7.12.1.8.1.1.1.1.1.1 Odd positioned groups of 1 from 7.12.1.9.4.4.5.3.2.1: 1 100 200 1 1 100 7 60 1 40 40 3 5 90 Total: 649 = 11 x 59. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.8.1.1.1.1.1.2 Even positioned groups of 1 from 7.12.1.9.4.4.5.3.2.1: 200 5 40 3 40 1 40 40 90 200 5 60 9 70 Total: 803 = 11 x 73. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.8.1.1.1.1.1.2.1 Last half of 13 from 7.12.1.9.4.4.5.3.2.2: 100 9 100 1 9 40 5 7 40 200 100 20 40 Total: 671 = 11 x 61. 7.12.1.8.1.1.1.1.1.2.2 First half of 13 from 7.12.1.9.4.4.5.3.2.2: 100 90 90 1 5 9 1 90 100 60 100 9 60 Total: 715 = 5 x 11 x 13. 7.12.1.8.1.1.1.1.1.2.2.1 Odd positioned groups of 2 from 7.12.1.9.4.4.6.2.1.2: 30 1 1 30 1 80 40 100 5 9 90 9 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.1.1.1.1.2.2.2 Even positioned groups of 2 from 7.12.1.9.4.4.6.2.1.2: 100 9 60 10 1 30 80 1 2 1 20 5 Total: 319 = 11 x 29. 7.12.1.8.1.1.1.1.2 Odd positioned groups of 3 from 7.12.1.9.5.1.6.4.2.1: 5 1 1 100 40 3 60 1 20 10 9 80 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.1.1.1.2.1 Even positioned groups of 3 from 7.12.1.9.5.1.6.4.2.1: 9 100 5 60 1 100 1 5 5 100 200 60 100 8 60 Total: 814 = 2 x 11 x 37. 7.12.1.8.1.1.1.1.2.2 Odd positioned groups of 4 from 7.12.1.9.5.1.6.4.2.3: 9 60 100 5 1 3 1 3 100 60 100 1 10 1 9 1 8 5 60 200 Total: 737 = 11 x 67. SF: 78 = 2 x 3 x 13. 7.12.1.8.1.1.1.2 Even positioned groups of 4 from 7.12.1.9.5.1.6.4.2.3: 5 40 5 70 60 40 1 200 200 80 60 200 80 60 100 9 Total: 1210 = 2 x 5 x 11 x 11. 7.12.1.8.1.1.1.2.1 Odd positioned groups of 2 from 7.12.1.10.1.1.1.2.3.2: 70 9 6 100 5 200 40 9 5 1 70 200 100 40 Total: 855 = 3 x 3 x 5 x 19. 7.12.1.8.1.1.1.2.2 Even positioned groups of 2 from 7.12.1.10.1.1.1.2.3.2: 5 70 5 1 1 6 1 7 20 5 9 60 Total: 190 = 2 x 5 x 19. SF: 26 = 2 x 13. 7.12.1.8.1.1.1.3 Last half of 12 from 7.12.1.10.1.1.3.1.1.1: 5 20 40 20 80 100 10 40 200 90 40 70 Total: 715 = 5 x 11 x 13. 7.12.1.8.1.1.1.3.1 First half of 12 from 7.12.1.10.1.1.3.1.1.1: 3 9 60 5 90 5 1 600 4 100 5 9 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.8.1.1.1.3.2 Odd positioned groups of 8 from 7.12.1.10.1.1.3.1.2.2: 40 100 5 5 40 100 40 200 60 40 40 20 60 10 1 9 Total: 770 = 2 x 5 x 7 x 11. 7.12.1.8.1.1.1.4 Even positioned groups of 8 from 7.12.1.10.1.1.3.1.2.2: 5 40 7 40 60 1 40 5 Total: 198 = 2 x 3 x 3 x 11. 7.12.1.8.1.1.1.4.1 Odd positioned groups of 1 from 7.12.1.1.2.2.1.1.2.2.1: 200 5 70 9 5 80 90 60 70 Total: 589 = 19 x 31. 7.12.1.8.1.1.1.4.2 Even positioned groups of 1 from 7.12.1.1.2.2.1.1.2.2.1: 10 100 60 10 7 200 5 60 4 Total: 456 = 2 x 2 x 2 x 3 x 19. SF: 28 = 2 x 2 x 7. 7.12.1.8.1.1.2 Odd positioned groups of 1 from 7.12.1.2.1.2.3.4.2.1.1: 1 100 40 100 40 100 4 100 40 5 9 Total: 539 = 7 x 7 x 11. 7.12.1.8.1.2 Even positioned groups of 1 from 7.12.1.2.1.2.3.4.2.1.1: 200 60 200 9 1 1 5 60 10 70 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.8.1.2.1 Last half of 7 from 7.12.1.2.1.2.3.4.2.1.2: 7 3 30 5 40 1 200 Total: 286 = 2 x 11 x 13. SF: 26 = 2 x 13. 7.12.1.8.1.2.2 First half of 7 from 7.12.1.2.1.2.3.4.2.1.2: 5 5 10 80 9 40 60 Total: 209 = 11 x 19. 7.12.1.8.1.2.3 Odd positioned groups of 1 from 7.12.1.2.3.1.2.2.1.1.2: 90 40 200 60 600 9 1 1 Total: 1001 = 7 x 11 x 13. 7.12.1.8.1.2.3.1 Even positioned groups of 1 from 7.12.1.2.3.1.2.2.1.1.2: 1 1 100 20 40 20 30 8 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.8.1.2.3.1.1 Odd positioned groups of 4 from 7.12.1.2.3.1.2.2.1.2.1: 20 7 40 40 80 40 7 30 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.8.1.2.3.1.2 Even positioned groups of 4 from 7.12.1.2.3.1.2.2.1.2.1: 9 60 100 40 Total: 209 = 11 x 19. 7.12.1.8.1.2.3.1.2.1 Last half of 6 from 7.12.1.2.3.1.2.2.1.2.1: 100 40 80 40 7 30 Total: 297 = 3 x 3 x 3 x 11. 7.12.1.8.1.2.3.1.2.2 First half of 6 from 7.12.1.2.3.1.2.2.1.2.1: 20 7 40 40 9 60 Total: 176 = 2 x 2 x 2 x 2 x 11. 7.12.1.8.1.2.3.2 Last half of 6 from 7.12.1.2.3.1.2.2.1.2.2: 200 5 9 20 5 3 Total: 242 = 2 x 11 x 11. 7.12.1.8.1.2.3.2.1 First half of 6 from 7.12.1.2.3.1.2.2.1.2.2: 1 1 9 200 4 60 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.2.3.2.2 Odd positioned groups of 3 from 7.12.1.2.3.1.2.2.1.2.3: 100 40 80 40 7 30 Total: 297 = 3 x 3 x 3 x 11. 7.12.1.8.1.2.3.2.3 Even positioned groups of 3 from 7.12.1.2.3.1.2.2.1.2.3: 200 5 9 20 5 3 Total: 242 = 2 x 11 x 11. 7.12.1.8.1.2.3.2.4 Odd positioned groups of 1 from 7.12.1.2.3.1.2.2.1.2.4: 20 40 1 40 60 4 Total: 165 = 3 x 5 x 11. 7.12.1.8.1.2.3.2.4.1 Even positioned groups of 1 from 7.12.1.2.3.1.2.2.1.2.4: 7 1 9 9 200 60 Total: 286 = 2 x 11 x 13. SF: 26 = 2 x 13. 7.12.1.8.1.2.3.2.4.2 Odd positioned groups of 2 from 7.12.1.2.3.1.2.2.1.2.4: 20 7 1 9 60 200 Total: 297 = 3 x 3 x 3 x 11. 7.12.1.8.1.2.3.2.4.2.1 Even positioned groups of 2 from 7.12.1.2.3.1.2.2.1.2.4: 40 1 40 9 4 60 Total: 154 = 2 x 7 x 11. 7.12.1.8.1.2.3.2.4.2.2 Odd positioned groups of 3 from 7.12.1.2.3.1.2.2.1.2.4: 20 7 40 40 9 60 Total: 176 = 2 x 2 x 2 x 2 x 11. 7.12.1.8.1.2.3.2.4.2.2.1 Even positioned groups of 3 from 7.12.1.2.3.1.2.2.1.2.4: 1 1 9 200 4 60 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.2.3.2.4.2.2.1.1 Last half of 7 from 7.12.1.2.3.1.2.2.2.1.1: 40 1 5 40 10 40 7 Total: 143 = 11 x 13. 7.12.1.8.1.2.3.2.4.2.2.1.2 First half of 7 from 7.12.1.2.3.1.2.2.2.1.1: 9 200 3 40 400 5 80 Total: 737 = 11 x 67. SF: 78 = 2 x 3 x 13. 7.12.1.8.1.2.3.2.4.2.2.2 Last half of 7 from 7.12.1.2.3.1.2.2.2.2.1: 90 70 4 5 5 1 1 Total: 176 = 2 x 2 x 2 x 2 x 11. 7.12.1.8.1.2.3.3 First half of 7 from 7.12.1.2.3.1.2.2.2.2.1: 10 5 5 5 9 70 600 Total: 704 = 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.8.1.2.3.4 Odd positioned groups of 3 from 7.12.1.2.3.1.2.2.2.2.4: 5 7 5 90 40 5 Total: 152 = 2 x 2 x 2 x 19. 7.12.1.8.1.2.4 Even positioned groups of 3 from 7.12.1.2.3.1.2.2.2.2.4: 8 600 60 1 5 10 Total: 684 = 2 x 2 x 3 x 3 x 19. 7.12.1.8.1.3 Odd positioned groups of 1 from 7.12.1.2.3.1.4.2.2.2.1: 1 1 60 40 1 70 300 Total: 473 = 11 x 43. 7.12.1.8.1.3.1 Even positioned groups of 1 from 7.12.1.2.3.1.4.2.2.2.1: 60 9 80 600 7 80 Total: 836 = 2 x 2 x 11 x 19. 7.12.1.8.1.3.1.1 Odd positioned groups of 2 from 7.12.1.2.3.1.4.3.1.2.2: 1 9 30 200 7 1 90 300 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.8.1.3.1.2 Even positioned groups of 2 from 7.12.1.2.3.1.4.3.1.2.2: 60 40 100 100 40 1 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.8.1.3.2 Last half of 7 from 7.12.1.2.3.1.4.3.1.2.2: 100 7 1 40 1 90 300 Total: 539 = 7 x 7 x 11. 7.12.1.8.1.3.2.1 First half of 7 from 7.12.1.2.3.1.4.3.1.2.2: 1 9 60 40 30 200 100 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.8.1.3.2.10 Odd positioned groups of 5 from 7.12.1.2.3.1.4.3.2.4.4: 20 9 1 9 60 9 70 60 200 90 Total: 528 = 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.8.1.3.2.10.1 Even positioned groups of 5 from 7.12.1.2.3.1.4.3.2.4.4: 200 200 10 7 1 Total: 418 = 2 x 11 x 19. 7.12.1.8.1.3.2.10.2 Last half of 10 from 7.12.1.2.3.1.4.4.1.2.1: 9 40 60 9 100 40 90 1 200 100 Total: 649 = 11 x 59. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.8.1.3.2.2 First half of 10 from 7.12.1.2.3.1.4.4.1.2.1: 100 1 9 40 60 40 100 1 40 5 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.3.2.2.1 Odd positioned groups of 3 from 7.12.1.2.3.1.4.4.1.6.2: 1 6 5 1 4 5 Total: 22 = 2 x 11. SF: 13. 7.12.1.8.1.3.2.2.2 Even positioned groups of 3 from 7.12.1.2.3.1.4.4.1.6.2: 600 90 100 1 1 100 30 600 40 Total: 1562 = 2 x 11 x 71. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.8.1.3.2.2.2.1 Odd positioned groups of 4 from 7.12.1.2.4.1.1.2.2.3.1: 5 1 1 90 80 40 7 7 Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.3.2.2.2.2 Even positioned groups of 4 from 7.12.1.2.4.1.1.2.2.3.1: 90 300 70 200 20 1 5 7 Total: 693 = 3 x 3 x 7 x 11. 7.12.1.8.1.3.2.3 Odd positioned groups of 1 from 7.12.1.2.4.1.1.2.2.3.2: 1 70 80 200 7 60 Total: 418 = 2 x 11 x 19. 7.12.1.8.1.3.2.3.1 Even positioned groups of 1 from 7.12.1.2.4.1.1.2.2.3.2: 80 20 100 5 80 100 Total: 385 = 5 x 7 x 11. 7.12.1.8.1.3.2.3.1.1 Odd positioned groups of 3 from 7.12.1.2.4.1.1.2.2.3.2: 1 80 70 200 5 7 Total: 363 = 3 x 11 x 11. 7.12.1.8.1.3.2.3.1.2 Even positioned groups of 3 from 7.12.1.2.4.1.1.2.2.3.2: 20 80 100 80 60 100 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.8.1.3.2.3.1.2.1 Odd positioned groups of 4 from 7.12.1.2.4.1.1.2.2.3.2: 1 80 70 20 7 80 60 100 Total: 418 = 2 x 11 x 19. 7.12.1.8.1.3.2.3.1.2.2 Even positioned groups of 4 from 7.12.1.2.4.1.1.2.2.3.2: 80 100 200 5 Total: 385 = 5 x 7 x 11. 7.12.1.8.1.3.2.3.2 Odd positioned groups of 4 from 7.12.1.2.4.1.1.2.2.4.2: 1 200 600 60 40 90 20 1 Total: 1012 = 2 x 2 x 11 x 23. 7.12.1.8.1.3.2.3.2.1 Even positioned groups of 4 from 7.12.1.2.4.1.1.2.2.4.2: 40 100 10 70 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.8.1.3.2.3.2.1.1 Last half of 6 from 7.12.1.2.4.1.1.2.2.4.2: 10 70 40 90 20 1 Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.3.2.3.2.1.1.1 First half of 6 from 7.12.1.2.4.1.1.2.2.4.2: 1 200 600 60 40 100 Total: 1001 = 7 x 11 x 13. 7.12.1.8.1.3.2.3.2.1.1.2 Odd positioned groups of 1 from 7.12.1.2.4.1.5.2.2.2.1: 100 5 10 5 1 20 600 7 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.8.1.3.2.3.2.1.1.2.1 Even positioned groups of 1 from 7.12.1.2.4.1.5.2.2.2.1: 70 9 1 40 10 1 100 Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.3.2.3.2.1.1.2.1.1 Odd positioned groups of 1 from 7.12.1.2.4.2.3.2.1.2.2: 200 40 90 60 5 60 600 5 40 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.8.1.3.2.3.2.1.1.2.1.2 Even positioned groups of 1 from 7.12.1.2.4.2.3.2.1.2.2: 5 1 40 90 9 1 1 90 5 Total: 242 = 2 x 11 x 11. 7.12.1.8.1.3.2.3.2.1.1.2.2 Odd positioned groups of 4 from 7.12.1.4.2.2.2.1.3.3.2: 40 1 200 60 9 1 80 5 60 9 600 90 Total: 1155 = 3 x 5 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.8.1.3.2.3.2.1.2 Even positioned groups of 4 from 7.12.1.4.2.2.2.1.3.3.2: 40 100 1 100 20 9 1 40 600 100 60 40 Total: 1111 = 11 x 101. SF: 112 = 2 x 2 x 2 x 2 x 7. 7.12.1.8.1.3.2.3.2.1.2.1 Odd positioned groups of 8 from 7.12.1.4.2.2.2.1.3.3.2: 40 1 200 60 40 100 1 100 60 9 600 90 600 100 60 40 Total: 2101 = 11 x 191. 7.12.1.8.1.3.2.3.2.1.2.2 Even positioned groups of 8 from 7.12.1.4.2.2.2.1.3.3.2: 9 1 80 5 20 9 1 40 Total: 165 = 3 x 5 x 11. 7.12.1.8.1.3.2.3.2.2 Odd positioned groups of 1 from 7.12.1.4.2.2.2.1.3.4.1: 90 5 9 1 9 70 40 9 70 5 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.8.1.3.2.4 Even positioned groups of 1 from 7.12.1.4.2.2.2.1.3.4.1: 70 30 90 40 20 9 5 600 4 100 Total: 968 = 2 x 2 x 2 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.8.1.3.2.4.1 Odd positioned groups of 2 from 7.12.1.4.2.2.2.1.3.4.1: 90 70 9 90 9 20 40 5 70 4 Total: 407 = 11 x 37. 7.12.1.8.1.3.2.4.2 Even positioned groups of 2 from 7.12.1.4.2.2.2.1.3.4.1: 5 30 1 40 70 9 9 600 5 100 Total: 869 = 11 x 79. 7.12.1.8.1.3.2.4.2.1 Odd positioned groups of 4 from 7.12.1.4.2.2.2.1.3.5.1: 1 100 80 5 40 1 9 600 Total: 836 = 2 x 2 x 11 x 19. 7.12.1.8.1.3.2.4.2.1.1 Even positioned groups of 4 from 7.12.1.4.2.2.2.1.3.5.1: 70 5 70 9 Total: 154 = 2 x 7 x 11. 7.12.1.8.1.3.2.4.2.1.2 Odd positioned groups of 3 from 7.12.1.4.2.2.2.1.3.5.2: 9 1 100 90 200 40 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.8.1.3.2.4.2.2 Even positioned groups of 3 from 7.12.1.4.2.2.2.1.3.5.2: 60 3 60 5 80 1 Total: 209 = 11 x 19. 7.12.1.8.1.3.2.4.2.3 Odd positioned groups of 4 from 7.12.1.4.2.2.2.1.3.6.1: 90 70 5 30 80 90 9 20 5 100 20 9 Total: 528 = 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.8.1.3.2.4.2.4 Even positioned groups of 4 from 7.12.1.4.2.2.2.1.3.6.1: 200 4 1 9 7 90 70 4 1 40 60 9 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.8.1.3.2.4.2.4.1 Odd positioned groups of 4 from 7.12.1.4.2.2.2.1.3.6.2: 10 10 9 90 200 60 40 100 40 60 600 90 Total: 1309 = 7 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.8.1.3.2.4.2.4.2 Even positioned groups of 4 from 7.12.1.4.2.2.2.1.3.6.2: 1 40 40 1 100 5 20 60 600 100 60 40 Total: 1067 = 11 x 97. 7.12.1.8.1.3.2.4.2.5 Odd positioned groups of 2 from 7.12.1.4.2.2.11.2.1.1.1: 60 10 60 4 100 8 5 100 9 40 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.3.2.4.2.5.1 Even positioned groups of 2 from 7.12.1.4.2.2.11.2.1.1.1: 60 70 5 60 1 1 10 600 200 5 Total: 1012 = 2 x 2 x 11 x 23. 7.12.1.8.1.3.2.4.2.5.2 Last half of 7 from 7.12.1.4.2.2.12.1.4.2.1: 60 1 80 200 10 60 40 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.8.1.3.2.4.2.6 First half of 7 from 7.12.1.4.2.2.12.1.4.2.1: 20 9 7 90 1 90 80 Total: 297 = 3 x 3 x 3 x 11. 7.12.1.8.1.3.2.4.2.6.1 Odd positioned groups of 1 from 7.12.1.4.2.2.12.3.1.3.2: 9 70 2 20 90 60 90 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.8.1.3.2.4.2.6.1.1 Even positioned groups of 1 from 7.12.1.4.2.2.12.3.1.3.2: 100 30 90 100 5 60 Total: 385 = 5 x 7 x 11. 7.12.1.8.1.3.2.4.2.6.1.2 Odd positioned groups of 4 from 7.12.1.4.2.2.13.2.3.3.2: 40 1 200 60 9 1 80 5 60 9 600 90 Total: 1155 = 3 x 5 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.8.1.3.2.4.2.6.2 Even positioned groups of 4 from 7.12.1.4.2.2.13.2.3.3.2: 40 100 1 100 20 9 1 40 600 100 60 40 Total: 1111 = 11 x 101. SF: 112 = 2 x 2 x 2 x 2 x 7. 7.12.1.8.1.3.2.4.3 Odd positioned groups of 8 from 7.12.1.4.2.2.13.2.3.3.2: 40 1 200 60 40 100 1 100 60 9 600 90 600 100 60 40 Total: 2101 = 11 x 191. 7.12.1.8.1.3.2.4.3.1 Even positioned groups of 8 from 7.12.1.4.2.2.13.2.3.3.2: 9 1 80 5 20 9 1 40 Total: 165 = 3 x 5 x 11. 7.12.1.8.1.3.2.4.3.1.1 Odd positioned groups of 1 from 7.12.1.4.2.2.13.2.3.4.1: 90 5 9 1 9 70 40 9 70 5 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.8.1.3.2.4.3.1.1.1 Even positioned groups of 1 from 7.12.1.4.2.2.13.2.3.4.1: 70 30 90 40 20 9 5 600 4 100 Total: 968 = 2 x 2 x 2 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.8.1.3.2.4.3.1.1.2 Odd positioned groups of 2 from 7.12.1.4.2.2.13.2.3.4.1: 90 70 9 90 9 20 40 5 70 4 Total: 407 = 11 x 37. 7.12.1.8.1.3.2.4.3.1.2 Even positioned groups of 2 from 7.12.1.4.2.2.13.2.3.4.1: 5 30 1 40 70 9 9 600 5 100 Total: 869 = 11 x 79. 7.12.1.8.1.3.2.4.3.1.3 Odd positioned groups of 4 from 7.12.1.4.2.2.13.2.3.5.1: 1 100 80 5 40 1 9 600 Total: 836 = 2 x 2 x 11 x 19. 7.12.1.8.1.3.2.4.3.1.4 Even positioned groups of 4 from 7.12.1.4.2.2.13.2.3.5.1: 70 5 70 9 Total: 154 = 2 x 7 x 11. 7.12.1.8.1.3.2.4.3.2 Odd positioned groups of 3 from 7.12.1.4.2.2.13.2.3.5.2: 9 1 100 90 200 40 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.8.1.3.2.4.3.2.1 Even positioned groups of 3 from 7.12.1.4.2.2.13.2.3.5.2: 60 3 60 5 80 1 Total: 209 = 11 x 19. 7.12.1.8.1.3.2.4.3.2.1.1 Odd positioned groups of 4 from 7.12.1.4.2.2.13.2.3.6.1: 90 70 5 30 80 90 9 20 5 100 20 9 Total: 528 = 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.8.1.3.2.4.3.2.1.1.1 Even positioned groups of 4 from 7.12.1.4.2.2.13.2.3.6.1: 200 4 1 9 7 90 70 4 1 40 60 9 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.8.1.3.2.4.3.2.1.1.2 Odd positioned groups of 4 from 7.12.1.4.2.2.13.2.3.6.2: 10 10 9 90 200 60 40 100 40 60 600 90 Total: 1309 = 7 x 11 x 17. SF: 35 = 5 x 7. 7.12.1.8.1.3.2.4.3.2.1.2 Even positioned groups of 4 from 7.12.1.4.2.2.13.2.3.6.2: 1 40 40 1 100 5 20 60 600 100 60 40 Total: 1067 = 11 x 97. 7.12.1.8.1.3.2.4.3.2.2 Odd positioned groups of 1 from 7.12.1.4.2.3.1.1.1.3.1: 60 1 5 90 60 7 80 5 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.8.1.3.2.4.3.2.2.1 Even positioned groups of 1 from 7.12.1.4.2.3.1.1.1.3.1: 100 40 200 60 40 5 9 30 Total: 484 = 2 x 2 x 11 x 11. SF: 26 = 2 x 13. 7.12.1.8.1.3.2.4.3.2.2.2 Last half of 7 from 7.12.1.4.2.3.2.4.1.1.2: 20 7 1 5 60 5 100 Total: 198 = 2 x 3 x 3 x 11. 7.12.1.8.1.3.2.4.3.2.2.3 First half of 7 from 7.12.1.4.2.3.2.4.1.1.2: 60 90 60 8 100 9 80 Total: 407 = 11 x 37. 7.12.1.8.1.3.2.4.3.2.2.4 Odd positioned groups of 3 from 7.12.1.4.2.3.2.4.1.2.2: 90 60 1 60 5 400 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.8.1.3.2.4.3.2.2.4.1 Even positioned groups of 3 from 7.12.1.4.2.3.2.4.1.2.2: 600 100 9 90 10 60 Total: 869 = 11 x 79. 7.12.1.8.1.3.2.4.3.2.2.4.2 Odd positioned groups of 2 from 7.12.1.4.2.3.4.2.4.2.2: 7 100 8 5 100 1 100 9 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.3.2.4.3.2.2.4.2.1 Even positioned groups of 2 from 7.12.1.4.2.3.4.2.4.2.2: 1 100 5 100 5 9 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.8.1.3.2.4.3.2.2.4.2.2 Odd positioned groups of 2 from 7.12.1.4.2.3.4.3.1.1.2: 90 100 40 60 200 5 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.8.1.3.2.4.3.2.2.4.2.3 Even positioned groups of 2 from 7.12.1.4.2.3.4.3.1.1.2: 60 60 80 60 5 10 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.3.2.4.3.2.2.4.2.4 Odd positioned groups of 2 from 7.12.1.4.2.4.2.2.2.1.1: 90 70 90 400 60 10 1 5 6 60 Total: 792 = 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.8.1.3.2.4.4 Even positioned groups of 2 from 7.12.1.4.2.4.2.2.2.1.1: 40 60 1 30 100 80 3 5 Total: 319 = 11 x 29. 7.12.1.8.1.3.2.4.4.1 Odd positioned groups of 1 from 7.12.1.4.2.4.3.2.3.1.1: 300 90 200 100 60 20 Total: 770 = 2 x 5 x 7 x 11. 7.12.1.8.1.3.2.4.4.1.1 Even positioned groups of 1 from 7.12.1.4.2.4.3.2.3.1.1: 80 9 100 100 60 3 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.3.2.4.4.1.1.1 Odd positioned groups of 2 from 7.12.1.4.2.4.3.2.3.1.2: 1 9 40 60 70 40 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.8.1.3.2.4.4.1.1.1.1 Even positioned groups of 2 from 7.12.1.4.2.4.3.2.3.1.2: 1 60 60 1 5 60 Total: 187 = 11 x 17. SF: 28 = 2 x 2 x 7. 7.12.1.8.1.3.2.4.4.1.1.1.2 Odd positioned groups of 1 from 7.12.1.4.2.4.4.3.1.2.3: 5 7 600 90 7 2 1 3 Total: 715 = 5 x 11 x 13. 7.12.1.8.1.3.2.4.4.1.1.2 Even positioned groups of 1 from 7.12.1.4.2.4.4.3.1.2.3: 90 30 1 5 10 20 20 Total: 176 = 2 x 2 x 2 x 2 x 11. 7.12.1.8.1.3.2.4.4.1.1.3 Odd positioned groups of 4 from 7.12.1.4.2.4.4.3.2.2.1: 60 40 600 60 30 60 9 10 Total: 869 = 11 x 79. 7.12.1.8.1.3.2.4.4.1.1.4 Even positioned groups of 4 from 7.12.1.4.2.4.4.3.2.2.1: 4 20 20 5 5 20 5 20 Total: 99 = 3 x 3 x 11. 7.12.1.8.1.3.2.4.4.1.2 Odd positioned groups of 2 from 7.12.1.4.2.4.4.4.1.1.2: 600 1 100 9 1 200 40 9 90 600 Total: 1650 = 2 x 3 x 5 x 5 x 11. SF: 26 = 2 x 13. 7.12.1.8.1.3.2.4.4.1.2.1 Even positioned groups of 2 from 7.12.1.4.2.4.4.4.1.1.2: 90 1 60 200 5 600 7 90 200 100 Total: 1353 = 3 x 11 x 41. 7.12.1.8.1.3.2.4.4.1.2.1.1 Odd positioned groups of 1 from 7.12.1.4.2.4.5.2.3.3.1: 90 1 40 5 60 300 600 100 1 Total: 1197 = 3 x 3 x 7 x 19. 7.12.1.8.1.3.2.4.4.1.2.1.1.1 Even positioned groups of 1 from 7.12.1.4.2.4.5.2.3.3.1: 70 5 60 40 90 200 200 10 9 Total: 684 = 2 x 2 x 3 x 3 x 19. 7.12.1.8.1.3.2.4.4.1.2.1.1.2 Odd positioned groups of 3 from 7.12.1.4.2.4.5.2.3.3.1: 5 40 60 90 300 200 10 1 9 Total: 715 = 5 x 11 x 13. 7.12.1.8.1.3.2.4.4.1.2.1.2 Even positioned groups of 3 from 7.12.1.4.2.4.5.2.3.3.1: 90 70 1 5 40 60 600 200 100 Total: 1166 = 2 x 11 x 53. 7.12.1.8.1.3.2.4.4.1.2.2 Odd positioned groups of 3 from 7.12.1.4.2.4.5.2.3.3.2: 100 20 1 Total: 121 = 11 x 11. 7.12.1.8.1.3.2.4.4.1.2.2.1 Even positioned groups of 3 from 7.12.1.4.2.4.5.2.3.3.2: 9 70 9 1 20 1 Total: 110 = 2 x 5 x 11. 7.12.1.8.1.3.2.4.4.1.2.2.2 Last half of 8 from 7.12.1.4.2.5.1.3.8.3.3: 5 90 400 1 1 90 9 20 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.8.1.3.2.4.4.2 First half of 8 from 7.12.1.4.2.5.1.3.8.3.3: 3 1 80 5 60 70 60 40 Total: 319 = 11 x 29. 7.12.1.8.1.3.2.4.4.2.1 Odd positioned groups of 3 from 7.12.1.4.2.5.1.4.1.2.1: 1 40 90 9 100 200 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.8.1.3.2.4.4.2.2 Even positioned groups of 3 from 7.12.1.4.2.5.1.4.1.2.1: 7 90 1 100 90 9 Total: 297 = 3 x 3 x 3 x 11. 7.12.1.8.1.3.2.4.4.2.3 Odd positioned groups of 2 from 7.12.1.4.2.5.3.2.3.2.1: 90 100 100 90 100 100 60 90 70 3 Total: 803 = 11 x 73. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.8.1.3.2.4.4.2.4 Even positioned groups of 2 from 7.12.1.4.2.5.3.2.3.2.1: 9 1 5 20 100 200 100 5 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.8.1.3.2.4.4.2.4.1 Odd positioned groups of 2 from 7.12.1.4.2.5.3.2.3.2.2: 100 9 3 100 3 200 5 600 40 40 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.8.1.3.2.4.4.2.4.2 Even positioned groups of 2 from 7.12.1.4.2.5.3.2.3.2.2: 90 40 1 60 90 9 600 1 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.8.1.3.2.4.4.2.4.3 Odd positioned groups of 6 from 7.12.1.4.2.5.3.2.3.2.2: 1 60 3 200 90 9 Total: 363 = 3 x 11 x 11. 7.12.1.8.1.3.2.4.4.2.4.4 Even positioned groups of 6 from 7.12.1.4.2.5.3.2.3.2.2: 100 9 90 40 3 100 5 600 600 1 40 40 Total: 1628 = 2 x 2 x 11 x 37. SF: 52 = 2 x 2 x 13. 7.12.1.8.1.3.2.5 Odd positioned groups of 2 from 7.12.1.4.2.5.3.2.3.2.3: 90 100 100 90 100 100 60 90 70 3 Total: 803 = 11 x 73. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.8.1.3.2.5.1 Even positioned groups of 2 from 7.12.1.4.2.5.3.2.3.2.3: 100 9 3 100 3 200 5 600 40 40 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.8.1.3.2.5.1.1 Last half of 10 from 7.12.1.4.2.5.3.2.3.2.3: 3 200 60 90 5 600 70 3 40 40 Total: 1111 = 11 x 101. SF: 112 = 2 x 2 x 2 x 2 x 7. 7.12.1.8.1.3.2.5.1.1.1 First half of 10 from 7.12.1.4.2.5.3.2.3.2.3: 90 100 100 9 100 90 3 100 100 100 Total: 792 = 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.8.1.3.2.5.1.1.2 Odd positioned groups of 2 from 7.12.1.4.2.5.3.2.3.2.4: 9 1 5 20 100 200 100 5 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.8.1.3.2.5.1.1.3 Even positioned groups of 2 from 7.12.1.4.2.5.3.2.3.2.4: 90 40 1 60 90 9 600 1 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.8.1.3.2.5.1.1.3.1 Odd positioned groups of 4 from 7.12.1.4.2.5.3.2.3.2.4: 9 1 90 40 100 200 90 9 Total: 539 = 7 x 7 x 11. 7.12.1.8.1.3.2.5.1.1.3.2 Even positioned groups of 4 from 7.12.1.4.2.5.3.2.3.2.4: 5 20 1 60 100 5 600 1 Total: 792 = 2 x 2 x 2 x 3 x 3 x 11. 7.12.1.8.1.3.2.5.1.1.4 Odd positioned groups of 6 from 7.12.1.4.2.5.3.2.4.2.1: 70 5 90 100 1 20 Total: 286 = 2 x 11 x 13. SF: 26 = 2 x 13. 7.12.1.8.1.3.2.5.1.1.4.1 Even positioned groups of 6 from 7.12.1.4.2.5.3.2.4.2.1: 7 90 10 9 5 1 40 90 7 7 4 5 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.3.2.5.1.1.4.1.1 Last half of 9 from 7.12.1.4.2.5.3.2.4.2.3: 7 90 60 200 10 9 30 40 5 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.8.1.3.2.5.1.1.4.1.2 First half of 9 from 7.12.1.4.2.5.3.2.4.2.3: 1 9 60 70 5 10 40 90 100 Total: 385 = 5 x 7 x 11. 7.12.1.8.1.3.2.5.1.1.4.2 Odd positioned groups of 1 from 7.12.1.4.2.5.3.2.4.2.4: 40 1 20 40 600 7 90 4 100 Total: 902 = 2 x 11 x 41. 7.12.1.8.1.3.2.5.1.2 Even positioned groups of 1 from 7.12.1.4.2.5.3.2.4.2.4: 60 20 5 90 9 7 70 5 20 Total: 286 = 2 x 11 x 13. SF: 26 = 2 x 13. 7.12.1.8.1.3.2.5.1.2.1 Odd positioned groups of 1 from 7.12.1.4.2.5.3.2.5.1.2: 9 60 10 7 1 1 30 100 200 Total: 418 = 2 x 11 x 19. 7.12.1.8.1.3.2.5.1.2.2 Even positioned groups of 1 from 7.12.1.4.2.5.3.2.5.1.2: 60 30 600 9 5 5 40 60 60 Total: 869 = 11 x 79. 7.12.1.8.1.3.2.5.1.2.2.1 Odd positioned groups of 1 from 7.12.1.4.2.5.3.2.5.2.2: 90 9 90 90 60 70 90 40 Total: 539 = 7 x 7 x 11. 7.12.1.8.1.3.2.5.1.2.2.2 Even positioned groups of 1 from 7.12.1.4.2.5.3.2.5.2.2: 200 40 30 90 9 10 60 1 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.8.1.3.2.5.1.2.2.3 Odd positioned groups of 1 from 7.12.1.4.2.5.3.2.6.6.1: 9 1 40 1 7 60 200 30 4 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.3.2.5.1.2.2.4 Even positioned groups of 1 from 7.12.1.4.2.5.3.2.6.6.1: 10 5 60 20 100 200 60 90 5 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.8.1.3.2.5.1.2.2.4.1 Odd positioned groups of 2 from 7.12.1.4.2.5.3.2.6.6.1: 9 10 40 60 7 100 200 60 4 5 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.8.1.3.2.5.1.2.2.4.2 Even positioned groups of 2 from 7.12.1.4.2.5.3.2.6.6.1: 1 5 1 20 60 200 30 90 Total: 407 = 11 x 37. 7.12.1.8.1.3.2.5.1.3 Odd positioned groups of 1 from 7.12.1.4.2.5.3.3.2.1.2: 9 60 10 7 1 1 30 100 200 Total: 418 = 2 x 11 x 19. 7.12.1.8.1.3.2.5.1.4 Even positioned groups of 1 from 7.12.1.4.2.5.3.3.2.1.2: 60 30 600 9 5 5 40 60 60 Total: 869 = 11 x 79. 7.12.1.8.1.3.2.5.1.4.1 Odd positioned groups of 1 from 7.12.1.4.2.5.3.3.2.2.2: 90 9 90 90 60 70 90 40 Total: 539 = 7 x 7 x 11. 7.12.1.8.1.3.2.5.1.4.2 Even positioned groups of 1 from 7.12.1.4.2.5.3.3.2.2.2: 200 40 30 90 9 10 60 1 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.8.1.3.2.5.1.4.2.1 Odd positioned groups of 3 from 7.12.1.4.2.5.3.3.3.4.2: 90 100 60 1 200 100 3 60 200 Total: 814 = 2 x 11 x 37. 7.12.1.8.1.3.2.5.1.4.2.2 Even positioned groups of 3 from 7.12.1.4.2.5.3.3.3.4.2: 40 60 40 5 40 60 200 100 60 Total: 605 = 5 x 11 x 11. 7.12.1.8.1.3.2.5.1.4.2.3 Last half of 9 from 7.12.1.4.2.5.3.3.3.4.2: 40 60 40 90 100 60 5 40 60 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.8.1.3.2.5.1.4.2.4 First half of 9 from 7.12.1.4.2.5.3.3.3.4.2: 1 200 100 200 100 60 3 60 200 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.8.1.3.2.5.2 Odd positioned groups of 2 from 7.12.1.4.2.5.3.3.3.4.3: 8 7 40 60 5 1 Total: 121 = 11 x 11. 7.12.1.8.1.3.2.5.2.1 Even positioned groups of 2 from 7.12.1.4.2.5.3.3.3.4.3: 30 5 200 4 200 100 Total: 539 = 7 x 7 x 11. 7.12.1.8.1.3.2.5.2.2 Last half of 12 from 7.12.1.4.2.5.3.3.4.1.4: 5 4 60 10 9 30 1 90 1 40 60 9 Total: 319 = 11 x 29. 7.12.1.8.1.3.2.6 First half of 12 from 7.12.1.4.2.5.3.3.4.1.4: 600 90 60 200 90 9 40 1 200 100 600 100 Total: 2090 = 2 x 5 x 11 x 19. 7.12.1.8.1.3.2.6.1 Odd positioned groups of 3 from 7.12.1.4.2.5.3.3.4.2.2: 5 3 5 1 9 60 3 5 30 Total: 121 = 11 x 11. 7.12.1.8.1.3.2.6.1.1 Even positioned groups of 3 from 7.12.1.4.2.5.3.3.4.2.2: 100 5 20 90 9 10 60 40 7 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.8.1.3.2.6.1.2 Last half of 12 from 7.12.1.4.2.5.3.3.5.1.4: 5 4 60 10 9 30 1 90 1 40 60 9 Total: 319 = 11 x 29. 7.12.1.8.1.3.2.6.2 First half of 12 from 7.12.1.4.2.5.3.3.5.1.4: 600 90 60 200 90 9 40 1 200 100 600 100 Total: 2090 = 2 x 5 x 11 x 19. 7.12.1.8.1.3.2.7 Odd positioned groups of 3 from 7.12.1.4.2.5.3.3.6.3.2: 5 3 5 1 9 60 3 5 30 Total: 121 = 11 x 11. 7.12.1.8.1.3.2.8 Even positioned groups of 3 from 7.12.1.4.2.5.3.3.6.3.2: 100 5 20 90 9 10 60 40 7 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.8.1.3.2.9 Odd positioned groups of 3 from 7.12.1.4.2.5.3.3.6.4.2: 90 100 60 1 200 100 3 60 200 Total: 814 = 2 x 11 x 37. 7.12.1.8.1.3.3 Even positioned groups of 3 from 7.12.1.4.2.5.3.3.6.4.2: 40 60 40 5 40 60 200 100 60 Total: 605 = 5 x 11 x 11. 7.12.1.8.1.3.4 Last half of 9 from 7.12.1.4.2.5.3.3.6.4.2: 40 60 40 90 100 60 5 40 60 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.8.1.3.5 First half of 9 from 7.12.1.4.2.5.3.3.6.4.2: 1 200 100 200 100 60 3 60 200 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.8.1.3.5.1 Odd positioned groups of 2 from 7.12.1.4.2.5.3.3.6.4.3: 8 7 40 60 5 1 Total: 121 = 11 x 11. 7.12.1.8.1.3.5.2 Even positioned groups of 2 from 7.12.1.4.2.5.3.3.6.4.3: 30 5 200 4 200 100 Total: 539 = 7 x 7 x 11. 7.12.1.8.1.3.5.2.1 Odd positioned groups of 1 from 7.12.1.4.2.5.3.4.2.6.1: 9 1 40 1 7 60 200 30 4 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.3.5.2.1.1 Even positioned groups of 1 from 7.12.1.4.2.5.3.4.2.6.1: 10 5 60 20 100 200 60 90 5 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.8.1.3.5.2.1.2 Odd positioned groups of 2 from 7.12.1.4.2.5.3.4.2.6.1: 9 10 40 60 7 100 200 60 4 5 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.8.1.3.5.2.2 Even positioned groups of 2 from 7.12.1.4.2.5.3.4.2.6.1: 1 5 1 20 60 200 30 90 Total: 407 = 11 x 37. 7.12.1.8.1.3.6 Last half of 6 from 7.12.1.4.2.5.4.3.1.5.2: 100 60 60 40 3 1 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.8.1.3.6.1 First half of 6 from 7.12.1.4.2.5.4.3.1.5.2: 80 60 40 1 70 200 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.8.1.3.6.1.1 Odd positioned groups of 6 from 7.12.1.4.2.6.3.1.5.2.2: 60 9 70 5 600 40 9 20 1 9 100 1 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.8.1.3.6.1.1.1 Even positioned groups of 6 from 7.12.1.4.2.6.3.1.5.2.2: 60 200 5 9 9 6 20 9 1 100 5 5 Total: 429 = 3 x 11 x 13. 7.12.1.8.1.3.6.1.1.1.1 Odd positioned groups of 3 from 7.12.1.4.2.6.3.1.5.3.3: 1 100 40 70 3 600 100 5 5 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.8.1.3.6.1.1.1.2 Even positioned groups of 3 from 7.12.1.4.2.6.3.1.5.3.3: 100 1 80 2 9 20 20 9 1 Total: 242 = 2 x 11 x 11. 7.12.1.8.1.3.6.1.1.1.2.1 Odd positioned groups of 6 from 7.12.1.4.2.6.3.1.5.3.3: 2 9 20 70 3 600 Total: 704 = 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.8.1.3.6.1.1.1.2.1.1 Even positioned groups of 6 from 7.12.1.4.2.6.3.1.5.3.3: 100 1 80 1 100 40 20 9 1 100 5 5 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.8.1.3.6.1.1.1.2.1.2 Odd positioned groups of 8 from 7.12.1.4.2.6.3.1.10.1.1: 60 100 20 8 70 5 90 70 1 9 60 200 3 600 1 100 Total: 1397 = 11 x 127. 7.12.1.8.1.3.6.1.1.1.2.2 Even positioned groups of 8 from 7.12.1.4.2.6.3.1.10.1.1: 60 200 5 9 60 30 20 1 Total: 385 = 5 x 7 x 11. 7.12.1.8.1.3.6.1.1.1.2.2.1 Odd positioned groups of 1 from 7.12.1.4.2.6.3.1.10.1.2: 10 10 30 4 60 7 60 40 8 60 1 40 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.3.6.1.1.1.2.2.1.1 Even positioned groups of 1 from 7.12.1.4.2.6.3.1.10.1.2: 5 1 60 9 200 600 40 1 600 40 100 60 Total: 1716 = 2 x 2 x 3 x 11 x 13. 7.12.1.8.1.3.6.1.1.1.2.2.1.2 Odd positioned groups of 2 from 7.12.1.4.2.6.3.1.10.4.1: 60 9 60 9 90 70 9 20 90 60 60 200 Total: 737 = 11 x 67. SF: 78 = 2 x 3 x 13. 7.12.1.8.1.3.6.1.1.1.2.2.1.3 Even positioned groups of 2 from 7.12.1.4.2.6.3.1.10.4.1: 10 5 600 40 1 10 60 40 100 1 9 70 Total: 946 = 2 x 11 x 43. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.8.1.3.6.1.1.1.2.2.1.4 Odd positioned groups of 4 from 7.12.1.4.2.6.3.1.10.4.1: 60 9 10 5 90 70 1 10 90 60 100 1 Total: 506 = 2 x 11 x 23. 7.12.1.8.1.3.6.1.1.1.2.2.2 Even positioned groups of 4 from 7.12.1.4.2.6.3.1.10.4.1: 60 9 600 40 9 20 60 40 60 200 9 70 Total: 1177 = 11 x 107. 7.12.1.8.1.3.6.1.1.2 Odd positioned groups of 1 from 7.12.1.4.2.6.5.1.4.2.2: 80 20 20 5 40 Total: 165 = 3 x 5 x 11. 7.12.1.8.1.3.6.1.1.3 Even positioned groups of 1 from 7.12.1.4.2.6.5.1.4.2.2: 1 400 1 5 Total: 407 = 11 x 37. 7.12.1.8.1.3.6.1.1.4 Odd positioned groups of 6 from 7.12.1.4.2.6.6.1.2.2.2: 40 1 5 40 100 100 Total: 286 = 2 x 11 x 13. SF: 26 = 2 x 13. 7.12.1.8.1.3.6.1.2 Even positioned groups of 6 from 7.12.1.4.2.6.6.1.2.2.2: 40 5 7 60 60 1 1 5 9 20 9 3 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.8.1.3.6.2 Odd positioned groups of 1 from 7.12.1.4.2.6.6.2.1.1.2: 9 200 9 100 40 20 40 Total: 418 = 2 x 11 x 19. 7.12.1.8.1.4 Even positioned groups of 1 from 7.12.1.4.2.6.6.2.1.1.2: 4 600 5 60 70 9 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.8.1.4.1 Odd positioned groups of 3 from 7.12.1.4.2.7.1.1.1.2.2: 1 80 60 3 1 9 Total: 154 = 2 x 7 x 11. 7.12.1.8.1.4.2 Even positioned groups of 3 from 7.12.1.4.2.7.1.1.1.2.2: 40 5 20 70 40 1 Total: 176 = 2 x 2 x 2 x 2 x 11. 7.12.1.8.1.4.3 Odd positioned groups of 2 from 7.12.1.4.2.7.2.1.2.2.1: 60 40 1 200 90 5 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.8.1.4.3.1 Even positioned groups of 2 from 7.12.1.4.2.7.2.1.2.2.1: 200 100 90 60 5 40 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.8.1.4.3.2 Odd positioned groups of 4 from 7.12.1.4.2.7.2.3.1.2.2: 40 30 7 200 60 1 5 20 Total: 363 = 3 x 11 x 11. 7.12.1.8.1.4.4 Even positioned groups of 4 from 7.12.1.4.2.7.2.3.1.2.2: 200 5 200 90 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.8.10 Odd positioned groups of 4 from 7.12.1.4.2.7.2.4.3.1.1: 400 20 1 30 5 3 10 1 9 1 90 90 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.8.2 Even positioned groups of 4 from 7.12.1.4.2.7.2.4.3.1.1: 90 10 5 20 100 60 40 60 Total: 385 = 5 x 7 x 11. 7.12.1.8.2.1 Odd positioned groups of 1 from 7.12.1.4.2.7.2.4.3.2.1: 200 90 40 9 600 4 100 90 Total: 1133 = 11 x 103. 7.12.1.8.2.1.1 Even positioned groups of 1 from 7.12.1.4.2.7.2.4.3.2.1: 1 1 60 600 40 40 5 100 Total: 847 = 7 x 11 x 11. 7.12.1.8.2.1.2 Last half of 8 from 7.12.1.4.2.7.2.4.3.2.1: 200 1 90 1 40 60 9 600 Total: 1001 = 7 x 11 x 13. 7.12.1.8.2.2 First half of 8 from 7.12.1.4.2.7.2.4.3.2.1: 600 40 4 40 100 5 90 100 Total: 979 = 11 x 89. 7.12.1.8.2.2.1 Odd positioned groups of 1 from 7.12.1.4.2.7.2.4.3.3.1: 90 200 90 30 9 7 90 60 40 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.8.2.2.2 Even positioned groups of 1 from 7.12.1.4.2.7.2.4.3.3.1: 60 1 1 60 90 30 100 60 60 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.8.2.3 Odd positioned groups of 3 from 7.12.1.4.2.7.2.4.3.4.2: 400 20 1 1 10 60 600 40 90 40 60 9 Total: 1331 = 11 x 11 x 11. 7.12.1.8.2.4 Even positioned groups of 3 from 7.12.1.4.2.7.2.4.3.4.2: 30 200 4 9 100 7 200 100 60 1 90 90 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.8.2.4.1 Odd positioned groups of 4 from 7.12.1.4.2.9.1.2.2.1.2: 7 90 1 9 100 60 80 5 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.8.2.4.1.1 Even positioned groups of 4 from 7.12.1.4.2.9.1.2.2.1.2: 40 100 4 10 Total: 154 = 2 x 7 x 11. 7.12.1.8.2.4.1.2 Odd positioned groups of 3 from 7.12.1.4.2.10.3.1.1.2.2: 4 100 90 90 8 60 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.8.2.4.2 Even positioned groups of 3 from 7.12.1.4.2.10.3.1.1.2.2: 4 9 5 40 200 5 9 100 90 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.8.3 Odd positioned groups of 4 from 7.12.1.4.2.10.4.1.1.1.1: 60 400 60 8 10 200 1 9 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.8.3.1 Even positioned groups of 4 from 7.12.1.4.2.10.4.1.1.1.1: 600 4 20 100 60 40 40 60 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.8.3.2 Odd positioned groups of 1 from 7.12.1.5.3.1.2.1.3.4.1: 5 3 4 2 90 600 Total: 704 = 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.8.3.2.1 Even positioned groups of 1 from 7.12.1.5.3.1.2.1.3.4.1: 9 200 5 1 100 4 Total: 319 = 11 x 29. 7.12.1.8.3.2.1.1 Odd positioned groups of 3 from 7.12.1.5.3.1.2.1.3.4.1: 5 9 3 2 1 90 Total: 110 = 2 x 5 x 11. 7.12.1.8.3.2.1.2 Even positioned groups of 3 from 7.12.1.5.3.1.2.1.3.4.1: 200 4 5 100 600 4 Total: 913 = 11 x 83. 7.12.1.8.3.2.2 Odd positioned groups of 5 from 7.12.1.5.5.1.4.3.2.1.2: 200 90 60 80 8 60 90 70 5 40 Total: 703 = 19 x 37. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.8.4 Even positioned groups of 5 from 7.12.1.5.5.1.4.3.2.1.2: 1 30 9 60 90 Total: 190 = 2 x 5 x 19. SF: 26 = 2 x 13. 7.12.1.8.5 Last half of 6 from 7.12.1.5.5.5.3.2.1.1.2: 9 5 9 90 1 40 Total: 154 = 2 x 7 x 11. 7.12.1.8.5.1 First half of 6 from 7.12.1.5.5.5.3.2.1.1.2: 8 7 90 90 1 200 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.8.5.1.1 Odd positioned groups of 1 from 7.12.1.5.5.5.3.2.2.1.2: 40 1 90 100 Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7. 7.12.1.8.5.1.2 Even positioned groups of 1 from 7.12.1.5.5.5.3.2.2.1.2: 60 40 90 30 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.8.5.2 Odd positioned groups of 2 from 7.12.1.5.5.5.5.1.5.1.2: 40 20 8 7 200 60 5 1 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.8.5.2.1 Even positioned groups of 2 from 7.12.1.5.5.5.5.1.5.1.2: 100 60 5 40 200 200 Total: 605 = 5 x 11 x 11. 7.12.1.8.5.2.2 Odd positioned groups of 2 from 7.12.1.5.5.5.5.1.5.2.1: 100 60 1 9 60 70 100 1 10 40 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.8.5.2.2.1 Even positioned groups of 2 from 7.12.1.5.5.5.5.1.5.2.1: 200 100 200 90 90 30 9 90 1 70 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.8.5.2.2.1.1 Odd positioned groups of 1 from 7.12.1.5.5.5.5.1.5.2.2: 9 30 90 200 1 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.5.2.2.1.2 Even positioned groups of 1 from 7.12.1.5.5.5.5.1.5.2.2: 1 9 200 100 9 Total: 319 = 11 x 29. 7.12.1.8.5.2.2.1.3 Odd positioned groups of 1 from 7.12.1.5.5.5.5.1.6.1.2: 600 90 70 100 9 Total: 869 = 11 x 79. 7.12.1.8.5.2.2.1.4 Even positioned groups of 1 from 7.12.1.5.5.5.5.1.6.1.2: 200 80 90 7 8 Total: 385 = 5 x 7 x 11. 7.12.1.8.5.2.2.1.4.1 Odd positioned groups of 4 from 7.12.1.5.5.5.5.1.6.2.1: 60 100 60 200 60 3 100 60 40 70 5 1 Total: 759 = 3 x 11 x 23. 7.12.1.8.5.2.2.1.4.2 Even positioned groups of 4 from 7.12.1.5.5.5.5.1.6.2.1: 20 7 90 100 60 40 40 600 Total: 957 = 3 x 11 x 29. 7.12.1.8.5.2.2.2 Odd positioned groups of 4 from 7.12.1.5.5.5.5.1.6.3.1: 60 100 60 200 60 3 100 60 40 70 5 1 Total: 759 = 3 x 11 x 23. 7.12.1.8.6 Even positioned groups of 4 from 7.12.1.5.5.5.5.1.6.3.1: 20 7 90 100 60 40 40 600 Total: 957 = 3 x 11 x 29. 7.12.1.8.6.1 Odd positioned groups of 1 from 7.12.1.5.5.5.5.1.6.4.1: 600 90 70 100 9 Total: 869 = 11 x 79. 7.12.1.8.6.1.1 Even positioned groups of 1 from 7.12.1.5.5.5.5.1.6.4.1: 200 80 90 7 8 Total: 385 = 5 x 7 x 11. 7.12.1.8.6.1.2 Odd positioned groups of 1 from 7.12.1.5.5.5.5.2.1.2.1: 20 1 100 100 30 40 1 60 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.8.6.1.3 Even positioned groups of 1 from 7.12.1.5.5.5.5.2.1.2.1: 90 200 9 60 1 1 1 100 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.8.6.1.4 Last half of 6 from 7.12.1.5.5.5.7.5.3.2.2: 5 9 5 200 5 40 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.8.6.1.4.1 First half of 6 from 7.12.1.5.5.5.7.5.3.2.2: 8 7 1 70 8 5 Total: 99 = 3 x 3 x 11. 7.12.1.8.6.1.4.2 Odd positioned groups of 2 from 7.12.1.5.6.3.3.1.3.3.1: 200 100 1 3 9 7 9 1 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.6.2 Even positioned groups of 2 from 7.12.1.5.6.3.3.1.3.3.1: 100 40 8 1 5 20 30 60 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.8.6.2.1 Odd positioned groups of 2 from 7.12.1.5.6.3.3.1.3.3.2: 600 200 5 1 100 60 1 40 Total: 1007 = 19 x 53. 7.12.1.8.6.2.2 Even positioned groups of 2 from 7.12.1.5.6.3.3.1.3.3.2: 40 100 20 40 7 40 Total: 247 = 13 x 19. 7.12.1.8.6.2.2.1 Odd positioned groups of 3 from 7.12.1.5.6.3.3.1.3.3.3: 100 60 5 9 1 1 Total: 176 = 2 x 2 x 2 x 2 x 11. 7.12.1.8.6.2.2.1.1 Even positioned groups of 3 from 7.12.1.5.6.3.3.1.3.3.3: 40 9 7 20 7 40 40 30 60 Total: 253 = 11 x 23. 7.12.1.8.6.2.2.1.2 Odd positioned groups of 4 from 7.12.1.5.6.3.3.1.5.2.2: 100 1 60 40 6 60 40 1 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.8.6.2.2.1.3 Even positioned groups of 4 from 7.12.1.5.6.3.3.1.5.2.2: 5 10 60 200 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.6.2.2.1.4 Odd positioned groups of 1 from 7.12.1.5.6.3.3.1.5.4.1: 40 60 90 9 1 20 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.8.6.2.2.2 Even positioned groups of 1 from 7.12.1.5.6.3.3.1.5.4.1: 4 7 60 1 10 6 Total: 88 = 2 x 2 x 2 x 11. 7.12.1.8.6.2.2.3 Odd positioned groups of 3 from 7.12.1.5.6.3.3.2.1.1.2: 40 60 300 100 5 1 Total: 506 = 2 x 11 x 23. 7.12.1.8.6.2.2.3.1 Even positioned groups of 3 from 7.12.1.5.6.3.3.2.1.1.2: 60 40 5 7 9 20 1 40 5 Total: 187 = 11 x 17. SF: 28 = 2 x 2 x 7. 7.12.1.8.6.2.2.3.2 Last half of 5 from 7.12.1.5.6.3.3.2.2.2.2: 200 5 80 40 60 Total: 385 = 5 x 7 x 11. 7.12.1.8.6.2.2.4 First half of 5 from 7.12.1.5.6.3.3.2.2.2.2: 2 1 60 40 40 Total: 143 = 11 x 13. 7.12.1.8.6.2.2.4.1 Odd positioned groups of 2 from 7.12.1.5.6.3.3.2.3.3.2: 90 7 1 100 7 40 40 1 10 1 Total: 297 = 3 x 3 x 3 x 11. 7.12.1.8.6.2.2.4.2 Even positioned groups of 2 from 7.12.1.5.6.3.3.2.3.3.2: 9 20 40 60 9 30 5 3 Total: 176 = 2 x 2 x 2 x 2 x 11. 7.12.1.8.6.2.3 Odd positioned groups of 1 from 7.12.1.5.6.3.3.2.5.1.2: 20 60 600 90 40 9 5 5 200 5 Total: 1034 = 2 x 11 x 47. 7.12.1.8.6.2.3.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.2.5.1.2: 3 90 5 9 100 30 1 4 600 5 Total: 847 = 7 x 11 x 11. 7.12.1.8.6.2.3.1.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.3.1.3.1: 200 600 20 100 20 100 1 60 70 4 1 1 Total: 1177 = 11 x 107. 7.12.1.8.6.2.3.1.1.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.3.1.3.1: 100 40 200 60 1 60 30 200 60 90 2 400 Total: 1243 = 11 x 113. 7.12.1.8.6.2.3.1.1.2 Odd positioned groups of 2 from 7.12.1.5.6.3.3.3.2.1.2: 5 3 1 9 5 3 100 7 100 9 Total: 242 = 2 x 11 x 11. 7.12.1.8.6.2.3.1.1.2.1 Even positioned groups of 2 from 7.12.1.5.6.3.3.3.2.1.2: 5 9 60 200 1 200 10 90 40 1 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.8.6.2.3.1.1.2.1.1 Odd positioned groups of 5 from 7.12.1.5.6.3.3.3.2.1.2: 9 60 200 5 3 90 100 9 40 1 Total: 517 = 11 x 47. 7.12.1.8.6.2.3.1.1.2.1.2 Even positioned groups of 5 from 7.12.1.5.6.3.3.3.2.1.2: 5 3 5 9 1 1 200 100 7 10 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.8.6.2.3.1.1.2.2 Odd positioned groups of 2 from 7.12.1.5.6.3.3.3.2.2.1: 5 10 70 5 30 1 Total: 121 = 11 x 11. 7.12.1.8.6.2.3.1.2 Even positioned groups of 2 from 7.12.1.5.6.3.3.3.2.2.1: 7 100 5 9 Total: 121 = 11 x 11. 7.12.1.8.6.2.3.1.3 Odd positioned groups of 1 from 7.12.1.5.6.3.3.3.3.1.1: 200 600 20 100 20 100 1 60 70 4 1 1 Total: 1177 = 11 x 107. 7.12.1.8.6.2.3.1.4 Even positioned groups of 1 from 7.12.1.5.6.3.3.3.3.1.1: 100 40 200 60 1 60 30 200 60 90 2 400 Total: 1243 = 11 x 113. 7.12.1.8.6.2.3.1.4.1 Odd positioned groups of 2 from 7.12.1.5.6.3.3.3.3.2.2: 5 3 1 9 5 3 100 7 100 9 Total: 242 = 2 x 11 x 11. 7.12.1.8.6.2.3.1.4.2 Even positioned groups of 2 from 7.12.1.5.6.3.3.3.3.2.2: 5 9 60 200 1 200 10 90 40 1 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.8.6.2.3.2 Odd positioned groups of 5 from 7.12.1.5.6.3.3.3.3.2.2: 9 60 200 5 3 90 100 9 40 1 Total: 517 = 11 x 47. 7.12.1.8.6.2.4 Even positioned groups of 5 from 7.12.1.5.6.3.3.3.3.2.2: 5 3 5 9 1 1 200 100 7 10 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.8.6.2.4.1 Odd positioned groups of 2 from 7.12.1.5.6.3.3.3.4.2.1: 5 10 70 5 30 1 Total: 121 = 11 x 11. 7.12.1.8.6.2.4.1.1 Even positioned groups of 2 from 7.12.1.5.6.3.3.3.4.2.1: 7 100 5 9 Total: 121 = 11 x 11. 7.12.1.8.6.2.4.1.2 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.1.3.1: 90 2 200 100 60 10 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.8.6.2.4.1.2.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.1.3.1: 7 1 40 7 200 20 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.6.2.4.1.2.1.1 Odd positioned groups of 6 from 7.12.1.5.6.3.3.4.1.4.1: 2 100 5 40 200 60 Total: 407 = 11 x 37. 7.12.1.8.6.2.4.1.2.1.1.1 Even positioned groups of 6 from 7.12.1.5.6.3.3.4.1.4.1: 1 40 5 9 60 20 100 9 1 200 100 5 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.8.6.2.4.1.2.1.1.1.1 Last half of 9 from 7.12.1.5.6.3.3.4.1.4.1: 1 40 5 9 60 20 2 100 5 Total: 242 = 2 x 11 x 11. 7.12.1.8.6.2.4.1.2.1.1.1.2 First half of 9 from 7.12.1.5.6.3.3.4.1.4.1: 40 200 60 100 9 1 200 100 5 Total: 715 = 5 x 11 x 13. 7.12.1.8.6.2.4.1.2.1.1.2 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.1.4.4: 600 40 20 60 9 60 70 5 5 Total: 869 = 11 x 79. 7.12.1.8.6.2.4.1.2.1.1.3 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.1.4.4: 5 300 30 5 100 20 1 9 3 Total: 473 = 11 x 43. 7.12.1.8.6.2.4.1.2.1.1.3.1 Last half of 6 from 7.12.1.5.6.3.3.4.2.1.1: 40 40 5 60 90 40 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.6.2.4.1.2.1.1.3.1.1 First half of 6 from 7.12.1.5.6.3.3.4.2.1.1: 30 1 40 90 100 80 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.8.6.2.4.1.2.1.1.3.1.2 Odd positioned groups of 6 from 7.12.1.5.6.3.3.4.2.2.1: 3 40 8 1 60 9 Total: 121 = 11 x 11. 7.12.1.8.6.2.4.1.2.1.1.3.2 Even positioned groups of 6 from 7.12.1.5.6.3.3.4.2.2.1: 5 3 100 5 100 1 1 40 40 4 7 90 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.8.6.2.4.1.2.1.1.3.3 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.2.2.2: 70 60 7 5 1 30 40 30 10 Total: 253 = 11 x 23. 7.12.1.8.6.2.4.1.2.1.1.3.4 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.2.2.2: 1 40 40 70 90 60 1 5 1 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.8.6.2.4.1.2.1.1.4 Odd positioned groups of 5 from 7.12.1.5.6.3.3.4.3.1.1: 9 60 20 9 200 10 3 200 100 5 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.8.6.2.4.1.2.1.2 Even positioned groups of 5 from 7.12.1.5.6.3.3.4.3.1.1: 40 40 200 60 1 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.8.6.2.4.1.2.1.2.1 Last half of 8 from 7.12.1.5.6.3.3.4.3.2.1: 90 40 30 9 40 60 5 1 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.6.2.4.1.2.1.2.1.1 First half of 8 from 7.12.1.5.6.3.3.4.3.2.1: 20 40 20 5 9 1 3 1 Total: 99 = 3 x 3 x 11. 7.12.1.8.6.2.4.1.2.1.2.1.2 Odd positioned groups of 3 from 7.12.1.5.6.3.3.4.3.2.3: 7 60 40 20 40 20 Total: 187 = 11 x 17. SF: 28 = 2 x 2 x 7. 7.12.1.8.6.2.4.1.2.1.2.2 Even positioned groups of 3 from 7.12.1.5.6.3.3.4.3.2.3: 60 1 1 5 5 5 Total: 77 = 7 x 11. 7.12.1.8.6.2.4.1.2.2 Last half of 8 from 7.12.1.5.6.3.3.4.3.3.2: 90 40 30 9 40 60 5 1 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.6.2.4.1.3 First half of 8 from 7.12.1.5.6.3.3.4.3.3.2: 20 40 20 5 9 1 3 1 Total: 99 = 3 x 3 x 11. 7.12.1.8.6.2.4.1.3.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.3.6.1: 9 7 40 20 10 90 Total: 176 = 2 x 2 x 2 x 2 x 11. 7.12.1.8.6.2.4.1.3.1.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.3.6.1: 9 90 1 7 20 5 Total: 132 = 2 x 2 x 3 x 11. 7.12.1.8.6.2.4.1.3.1.1.1 Odd positioned groups of 5 from 7.12.1.5.6.3.3.4.4.1.2: 4 9 90 7 90 70 70 90 5 60 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.8.6.2.4.1.3.1.1.2 Even positioned groups of 5 from 7.12.1.5.6.3.3.4.4.1.2: 60 30 200 2 60 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.8.6.2.4.1.3.1.2 Odd positioned groups of 5 from 7.12.1.5.6.3.3.4.4.1.6: 40 4 5 9 7 5 70 9 70 1 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.8.6.2.4.1.3.2 Even positioned groups of 5 from 7.12.1.5.6.3.3.4.4.1.6: 30 60 40 30 60 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.8.6.2.4.1.3.2.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.5.1.1: 90 2 200 100 60 10 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.8.6.2.4.1.3.2.1.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.5.1.1: 7 1 40 7 200 20 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.6.2.4.1.3.2.1.2 Last half of 6 from 7.12.1.5.6.3.3.4.5.2.1: 40 40 5 60 90 40 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.6.2.4.1.3.2.2 First half of 6 from 7.12.1.5.6.3.3.4.5.2.1: 30 1 40 90 100 80 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.8.6.2.4.1.3.2.2.1 Odd positioned groups of 6 from 7.12.1.5.6.3.3.4.6.1.1: 2 100 5 40 200 60 Total: 407 = 11 x 37. 7.12.1.8.6.2.4.1.3.2.2.2 Even positioned groups of 6 from 7.12.1.5.6.3.3.4.6.1.1: 1 40 5 9 60 20 100 9 1 200 100 5 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.8.6.2.4.1.4 Last half of 9 from 7.12.1.5.6.3.3.4.6.1.1: 1 40 5 9 60 20 2 100 5 Total: 242 = 2 x 11 x 11. 7.12.1.8.6.2.4.1.4.1 First half of 9 from 7.12.1.5.6.3.3.4.6.1.1: 40 200 60 100 9 1 200 100 5 Total: 715 = 5 x 11 x 13. 7.12.1.8.6.2.4.1.4.2 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.6.1.4: 600 40 20 60 9 60 70 5 5 Total: 869 = 11 x 79. 7.12.1.8.6.2.4.1.4.3 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.6.1.4: 5 300 30 5 100 20 1 9 3 Total: 473 = 11 x 43. 7.12.1.8.6.2.4.1.4.4 Odd positioned groups of 6 from 7.12.1.5.6.3.3.4.6.2.1: 3 40 8 1 60 9 Total: 121 = 11 x 11. 7.12.1.8.6.2.4.1.4.4.1 Even positioned groups of 6 from 7.12.1.5.6.3.3.4.6.2.1: 5 3 100 5 100 1 1 40 40 4 7 90 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.8.6.2.4.1.4.4.1.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.6.2.2: 70 60 7 5 1 30 40 30 10 Total: 253 = 11 x 23. 7.12.1.8.6.2.4.1.4.4.1.2 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.6.2.2: 1 40 40 70 90 60 1 5 1 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.8.6.2.4.1.4.4.2 Odd positioned groups of 3 from 7.12.1.5.6.3.3.4.6.4.1: 3 20 60 70 60 7 40 5 10 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.8.6.2.4.2 Even positioned groups of 3 from 7.12.1.5.6.3.3.4.6.4.1: 40 100 9 100 40 40 9 1 200 Total: 539 = 7 x 7 x 11. 7.12.1.8.7 Odd positioned groups of 2 from 7.12.1.5.6.3.3.4.6.4.2: 600 5 30 9 5 1 70 90 3 1 Total: 814 = 2 x 11 x 37. 7.12.1.8.7.1 Even positioned groups of 2 from 7.12.1.5.6.3.3.4.6.4.2: 90 40 60 4 20 40 9 1 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.8.7.2 Odd positioned groups of 3 from 7.12.1.5.6.3.3.5.1.4.1: 1 40 5 100 5 5 90 60 200 Total: 506 = 2 x 11 x 23. 7.12.1.8.7.3 Even positioned groups of 3 from 7.12.1.5.6.3.3.5.1.4.1: 60 9 90 3 40 600 40 9 7 Total: 858 = 2 x 3 x 11 x 13. 7.12.1.8.7.3.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.5.2.2.1: 200 20 9 40 90 200 8 60 Total: 627 = 3 x 11 x 19. 7.12.1.8.7.3.2 Even positioned groups of 1 from 7.12.1.5.6.3.3.5.2.2.1: 600 3 200 1 9 3 20 Total: 836 = 2 x 2 x 11 x 19. 7.12.1.8.7.4 Odd positioned groups of 3 from 7.12.1.5.6.3.3.5.2.2.2: 5 1 100 60 5 5 Total: 176 = 2 x 2 x 2 x 2 x 11. 7.12.1.8.8 Even positioned groups of 3 from 7.12.1.5.6.3.3.5.2.2.2: 100 40 5 100 9 3 1 30 9 Total: 297 = 3 x 3 x 3 x 11. 7.12.1.8.9 Odd positioned groups of 3 from 7.12.1.5.6.3.4.6.1.1.1: 70 40 9 40 4 90 Total: 253 = 11 x 23. 7.12.1.9 Even positioned groups of 3 from 7.12.1.5.6.3.4.6.1.1.1: 90 10 9 3 5 30 9 300 600 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.9.1 Odd positioned groups of 6 from 7.12.1.5.6.3.4.6.1.1.2: 600 100 7 60 20 60 Total: 847 = 7 x 11 x 11. 7.12.1.9.1.1 Even positioned groups of 6 from 7.12.1.5.6.3.4.6.1.1.2: 7 5 9 60 40 5 5 40 60 40 7 30 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.9.1.1.1 Odd positioned groups of 1 from 7.12.1.5.6.4.2.2.2.3.2: 2 7 70 200 40 Total: 319 = 11 x 29. 7.12.1.9.1.1.2 Even positioned groups of 1 from 7.12.1.5.6.4.2.2.2.3.2: 5 300 5 90 40 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.9.1.1.3 Odd positioned groups of 3 from 7.12.1.5.6.4.2.2.2.4.1: 70 1 80 7 9 9 Total: 176 = 2 x 2 x 2 x 2 x 11. 7.12.1.9.1.1.3.1 Even positioned groups of 3 from 7.12.1.5.6.4.2.2.2.4.1: 100 40 100 7 20 30 Total: 297 = 3 x 3 x 3 x 11. 7.12.1.9.1.1.3.2 Odd positioned groups of 4 from 7.12.1.5.6.4.2.2.2.4.2: 60 200 90 1 600 9 4 5 Total: 969 = 3 x 17 x 19. SF: 39 = 3 x 13. 7.12.1.9.1.1.4 Even positioned groups of 4 from 7.12.1.5.6.4.2.2.2.4.2: 90 600 40 600 Total: 1330 = 2 x 5 x 7 x 19. 7.12.1.9.1.1.4.1 Last half of 6 from 7.12.1.5.6.4.3.2.5.1.1: 1 40 1 200 100 10 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.9.1.1.4.1.1 First half of 6 from 7.12.1.5.6.4.3.2.5.1.1: 2 1 80 1 200 90 Total: 374 = 2 x 11 x 17. 7.12.1.9.1.1.4.1.1.1 Odd positioned groups of 3 from 7.12.1.5.6.4.3.2.5.2.1: 90 2 5 5 40 1 Total: 143 = 11 x 13. 7.12.1.9.1.1.4.1.1.2 Even positioned groups of 3 from 7.12.1.5.6.4.3.2.5.2.1: 80 1 10 9 7 3 Total: 110 = 2 x 5 x 11. 7.12.1.9.1.1.4.1.2 Odd positioned groups of 3 from 7.12.1.5.6.4.4.1.3.1.1: 100 3 5 1 40 100 5 9 1 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.9.1.1.4.2 Even positioned groups of 3 from 7.12.1.5.6.4.4.1.3.1.1: 60 200 5 9 10 90 3 60 80 Total: 517 = 11 x 47. 7.12.1.9.1.1.4.2.1 Odd positioned groups of 3 from 7.12.1.5.6.4.4.1.3.2.1: 90 70 80 100 1 2 200 90 5 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.9.1.1.4.2.2 Even positioned groups of 3 from 7.12.1.5.6.4.4.1.3.2.1: 8 7 60 200 8 1 3 60 60 Total: 407 = 11 x 37. 7.12.1.9.1.1.5 Last half of 9 from 7.12.1.5.6.4.4.1.3.2.2: 600 40 20 5 2 7 9 90 8 Total: 781 = 11 x 71. 7.12.1.9.1.1.6 First half of 9 from 7.12.1.5.6.4.4.1.3.2.2: 1 100 60 400 9 90 30 20 5 Total: 715 = 5 x 11 x 13. 7.12.1.9.1.1.6.1 Odd positioned groups of 1 from 7.12.1.5.6.4.4.1.3.5.1: 60 600 3 2 90 60 3 9 9 Total: 836 = 2 x 2 x 11 x 19. 7.12.1.9.1.1.6.2 Even positioned groups of 1 from 7.12.1.5.6.4.4.1.3.5.1: 5 20 9 8 40 70 80 8 200 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.9.1.1.6.3 Odd positioned groups of 1 from 7.12.1.5.6.4.4.1.3.5.3: 60 5 5 2 8 100 3 80 1 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.9.1.1.6.4 Even positioned groups of 1 from 7.12.1.5.6.4.4.1.3.5.3: 200 20 3 7 40 60 60 8 9 Total: 407 = 11 x 37. 7.12.1.9.1.1.6.4.1 Odd positioned groups of 8 from 7.12.1.6.1.1.2.1.1.1.2: 40 90 5 1 90 70 60 40 1 90 60 60 600 1 5 30 Total: 1243 = 11 x 113. 7.12.1.9.1.1.6.4.2 Even positioned groups of 8 from 7.12.1.6.1.1.2.1.1.1.2: 5 200 60 9 9 40 5 90 Total: 418 = 2 x 11 x 19. 7.12.1.9.1.1.6.4.2.1 Odd positioned groups of 1 from 7.12.1.6.1.1.2.1.2.4.2: 600 5 70 20 40 200 30 100 90 Total: 1155 = 3 x 5 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.9.1.1.6.4.2.1.1 Even positioned groups of 1 from 7.12.1.6.1.1.2.1.2.4.2: 90 1 60 60 1 100 1 1 5 Total: 319 = 11 x 29. 7.12.1.9.1.1.6.4.2.1.1.1 Odd positioned groups of 3 from 7.12.1.6.1.1.2.1.2.4.2: 1 70 60 1 200 100 1 90 5 Total: 528 = 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.9.1.1.6.4.2.1.1.2 Even positioned groups of 3 from 7.12.1.6.1.1.2.1.2.4.2: 600 90 5 20 60 40 30 1 100 Total: 946 = 2 x 11 x 43. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.9.1.1.6.4.2.1.1.2.1 Last half of 9 from 7.12.1.6.1.1.2.1.2.4.2: 600 90 5 1 70 60 20 60 40 Total: 946 = 2 x 11 x 43. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.9.1.1.6.4.2.1.1.2.2 First half of 9 from 7.12.1.6.1.1.2.1.2.4.2: 1 200 100 30 1 100 1 90 5 Total: 528 = 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.9.1.1.6.4.2.1.2 Odd positioned groups of 8 from 7.12.1.6.1.1.2.2.1.2.1: 80 3 5 4 60 200 9 100 90 60 100 7 5 5 600 3 Total: 1331 = 11 x 11 x 11. 7.12.1.9.1.1.6.4.2.2 Even positioned groups of 8 from 7.12.1.6.1.1.2.2.1.2.1: 9 80 200 5 80 9 30 60 Total: 473 = 11 x 43. 7.12.1.9.1.1.6.4.2.3 Odd positioned groups of 2 from 7.12.1.6.1.1.2.2.3.3.4: 100 9 9 100 80 9 9 90 60 40 Total: 506 = 2 x 11 x 23. 7.12.1.9.1.1.6.4.2.3.1 Even positioned groups of 2 from 7.12.1.6.1.1.2.2.3.3.4: 1 1 60 40 90 9 5 30 100 5 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.9.1.1.6.4.2.3.2 Odd positioned groups of 3 from 7.12.1.6.1.1.2.5.1.1.1: 9 90 5 9 200 90 9 90 30 Total: 532 = 2 x 2 x 7 x 19. 7.12.1.9.1.1.6.4.2.3.2.1 Even positioned groups of 3 from 7.12.1.6.1.1.2.5.1.1.1: 60 9 9 40 1 200 70 100 100 Total: 589 = 19 x 31. 7.12.1.9.1.1.6.4.2.3.2.2 Odd positioned groups of 6 from 7.12.1.6.1.1.2.5.1.1.6: 200 200 9 100 90 9 Total: 608 = 2 x 2 x 2 x 2 x 2 x 19. 7.12.1.9.1.1.6.4.2.4 Even positioned groups of 6 from 7.12.1.6.1.1.2.5.1.1.6: 100 9 300 60 5 10 60 100 5 4 30 20 Total: 703 = 19 x 37. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.9.1.1.7 Last half of 9 from 7.12.1.6.1.1.2.5.1.1.6: 100 9 300 60 5 10 200 200 9 Total: 893 = 19 x 47. 7.12.1.9.1.1.8 First half of 9 from 7.12.1.6.1.1.2.5.1.1.6: 100 90 9 60 100 5 4 30 20 Total: 418 = 2 x 11 x 19. 7.12.1.9.1.2 Odd positioned groups of 4 from 7.12.1.6.1.1.2.5.1.2.2: 1 80 1 200 100 60 4 5 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.9.2 Even positioned groups of 4 from 7.12.1.6.1.1.2.5.1.2.2: 100 1 100 60 90 100 5 600 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.9.2.1 Last half of 9 from 7.12.1.6.1.1.2.5.2.2.3: 1 9 30 40 9 30 7 80 60 Total: 266 = 2 x 7 x 19. SF: 28 = 2 x 2 x 7. 7.12.1.9.2.1.1 First half of 9 from 7.12.1.6.1.1.2.5.2.2.3: 1 9 5 60 40 1 7 20 9 Total: 152 = 2 x 2 x 2 x 19. 7.12.1.9.2.1.1.1 Odd positioned groups of 4 from 7.12.1.6.1.1.2.5.2.3.1: 60 70 5 1 9 7 80 60 40 1 300 5 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.9.2.1.1.1.1 Even positioned groups of 4 from 7.12.1.6.1.1.2.5.2.3.1: 5 9 60 100 40 3 7 40 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.9.2.1.1.1.1.1 Odd positioned groups of 2 from 7.12.1.6.1.1.2.5.2.4.1: 9 400 200 90 9 600 60 40 Total: 1408 = 2 x 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.9.2.1.1.1.1.2 Even positioned groups of 2 from 7.12.1.6.1.1.2.5.2.4.1: 20 60 5 70 600 40 100 7 Total: 902 = 2 x 11 x 41. 7.12.1.9.2.1.1.1.2 Odd positioned groups of 4 from 7.12.1.6.1.1.2.5.2.4.1: 9 400 20 60 9 600 600 40 Total: 1738 = 2 x 11 x 79. 7.12.1.9.2.1.1.1.3 Even positioned groups of 4 from 7.12.1.6.1.1.2.5.2.4.1: 200 90 5 70 60 40 100 7 Total: 572 = 2 x 2 x 11 x 13. SF: 28 = 2 x 2 x 7. 7.12.1.9.2.1.1.1.3.1 Odd positioned groups of 3 from 7.12.1.6.1.2.1.2.1.1.3: 10 5 80 70 5 100 200 20 5 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.9.2.1.1.1.3.2 Even positioned groups of 3 from 7.12.1.6.1.2.1.2.1.1.3: 9 60 5 80 400 1 40 5 60 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.2.1.1.1.3.2.1 Last half of 9 from 7.12.1.6.1.2.1.2.1.1.4: 90 100 100 1 5 90 9 5 40 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.9.2.1.1.1.3.2.1.1 First half of 9 from 7.12.1.6.1.2.1.2.1.1.4: 80 1 40 70 100 5 200 5 5 Total: 506 = 2 x 11 x 23. 7.12.1.9.2.1.1.1.3.2.1.2 Odd positioned groups of 2 from 7.12.1.6.1.2.1.2.1.3.1: 5 90 9 5 40 80 8 5 10 100 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.9.2.1.1.1.3.2.2 Even positioned groups of 2 from 7.12.1.6.1.2.1.2.1.3.1: 1 200 10 4 60 40 60 40 1 90 Total: 506 = 2 x 11 x 23. 7.12.1.9.2.1.1.1.3.3 Odd positioned groups of 1 from 7.12.1.6.1.2.1.2.1.3.2: 80 80 200 1 60 5 20 5 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.9.2.1.1.1.3.4 Even positioned groups of 1 from 7.12.1.6.1.2.1.2.1.3.2: 1 400 10 70 200 200 5 5 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.9.2.1.1.1.3.4.1 Last half of 9 from 7.12.1.6.1.2.1.2.2.1.1: 20 200 5 1 40 400 5 10 1 Total: 682 = 2 x 11 x 31. 7.12.1.9.2.1.1.1.3.4.2 First half of 9 from 7.12.1.6.1.2.1.2.2.1.1: 60 80 10 9 200 60 9 10 90 Total: 528 = 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.9.2.1.1.1.4 Odd positioned groups of 1 from 7.12.1.6.1.2.1.2.2.1.2: 90 100 100 60 5 5 90 10 90 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.9.2.1.1.1.4.1 Even positioned groups of 1 from 7.12.1.6.1.2.1.2.2.1.2: 9 60 40 7 20 8 90 100 40 Total: 374 = 2 x 11 x 17. 7.12.1.9.2.1.1.1.4.2 Odd positioned groups of 2 from 7.12.1.6.1.2.1.2.3.2.1: 9 90 90 200 100 9 80 9 60 10 40 7 Total: 704 = 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.9.2.1.1.1.4.3 Even positioned groups of 2 from 7.12.1.6.1.2.1.2.3.2.1: 70 20 40 5 5 100 10 5 200 1 1 5 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.9.2.1.1.1.4.3.1 Odd positioned groups of 1 from 7.12.1.6.1.2.1.2.3.2.2: 60 5 20 1 1 40 400 4 200 10 80 4 Total: 825 = 3 x 5 x 5 x 11. 7.12.1.9.2.1.1.1.4.3.2 Even positioned groups of 1 from 7.12.1.6.1.2.1.2.3.2.2: 100 600 90 10 1 60 5 40 1 70 30 5 Total: 1012 = 2 x 2 x 11 x 23. 7.12.1.9.2.1.1.1.4.4 Odd positioned groups of 3 from 7.12.1.6.1.2.1.2.3.2.3: 9 60 90 20 600 90 80 400 9 5 40 60 Total: 1463 = 7 x 11 x 19. 7.12.1.9.2.1.1.1.4.4.1 Even positioned groups of 3 from 7.12.1.6.1.2.1.2.3.2.3: 100 70 5 20 200 90 5 10 4 200 10 1 Total: 715 = 5 x 11 x 13. 7.12.1.9.2.1.1.1.4.4.2 Odd positioned groups of 4 from 7.12.1.6.1.2.1.2.3.2.4: 40 1 5 10 5 40 100 60 40 80 7 30 Total: 418 = 2 x 11 x 19. 7.12.1.9.2.1.1.1.4.5 Even positioned groups of 4 from 7.12.1.6.1.2.1.2.3.2.4: 100 1 9 1 200 10 1 70 1 4 5 5 Total: 407 = 11 x 37. 7.12.1.9.2.1.1.1.4.5.1 Odd positioned groups of 4 from 7.12.1.6.1.2.1.2.3.2.6: 100 1 9 1 80 400 9 5 Total: 605 = 5 x 11 x 11. 7.12.1.9.2.1.1.1.4.5.2 Even positioned groups of 4 from 7.12.1.6.1.2.1.2.3.2.6: 5 40 100 60 10 4 5 40 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.9.2.1.1.1.4.6 Odd positioned groups of 3 from 7.12.1.6.1.2.1.2.4.7.1: 60 40 60 90 9 60 Total: 319 = 11 x 29. 7.12.1.9.2.1.1.1.4.6.1 Even positioned groups of 3 from 7.12.1.6.1.2.1.2.4.7.1: 200 5 200 200 10 1 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.9.2.1.1.1.4.6.1.1 Odd positioned groups of 4 from 7.12.1.6.1.2.1.2.4.7.2: 1 40 100 60 10 1 8 7 1 90 90 10 Total: 418 = 2 x 11 x 19. 7.12.1.9.2.1.1.1.4.6.1.2 Even positioned groups of 4 from 7.12.1.6.1.2.1.2.4.7.2: 1 9 5 70 5 5 10 100 90 5 40 1 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.9.2.1.1.1.4.6.2 Odd positioned groups of 3 from 7.12.1.6.1.2.2.2.1.1.1: 60 10 10 60 5 60 40 40 1 Total: 286 = 2 x 11 x 13. SF: 26 = 2 x 13. 7.12.1.9.2.1.1.2 Even positioned groups of 3 from 7.12.1.6.1.2.2.2.1.1.1: 60 1 9 5 60 60 5 40 90 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.2.1.2 Last half of 9 from 7.12.1.6.1.2.2.2.1.1.1: 60 1 9 60 10 10 5 60 60 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.2.1.2.1 First half of 9 from 7.12.1.6.1.2.2.2.1.1.1: 60 5 60 5 40 90 40 40 1 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.9.2.1.2.2 Odd positioned groups of 6 from 7.12.1.6.1.2.2.2.2.1.3: 70 600 60 90 40 9 Total: 869 = 11 x 79. 7.12.1.9.2.1.3 Even positioned groups of 6 from 7.12.1.6.1.2.2.2.2.1.3: 60 30 40 5 4 40 60 60 600 10 90 200 Total: 1199 = 11 x 109. 7.12.1.9.2.1.4 Odd positioned groups of 1 from 7.12.1.6.1.2.2.2.2.1.4: 70 4 90 80 200 10 9 60 5 Total: 528 = 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.9.2.2 Even positioned groups of 1 from 7.12.1.6.1.2.2.2.2.1.4: 100 30 200 9 1 10 5 40 1 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.9.2.2.1 Odd positioned groups of 2 from 7.12.1.6.1.2.3.2.2.2.1: 60 30 40 10 40 70 200 80 70 60 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.2.2.2 Even positioned groups of 2 from 7.12.1.6.1.2.3.2.2.2.1: 60 200 9 90 200 90 9 90 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.9.2.3 Last half of 9 from 7.12.1.6.1.2.3.2.2.2.1: 60 30 60 200 40 10 9 90 40 Total: 539 = 7 x 7 x 11. 7.12.1.9.2.3.1 First half of 9 from 7.12.1.6.1.2.3.2.2.2.1: 70 200 90 200 80 9 90 70 60 Total: 869 = 11 x 79. 7.12.1.9.2.3.1.1 Odd positioned groups of 6 from 7.12.1.6.1.2.3.2.2.2.2: 8 60 9 7 9 600 Total: 693 = 3 x 3 x 7 x 11. 7.12.1.9.2.3.1.2 Even positioned groups of 6 from 7.12.1.6.1.2.3.2.2.2.2: 40 100 600 9 5 40 10 1 2 600 60 40 Total: 1507 = 11 x 137. 7.12.1.9.2.3.2 Odd positioned groups of 3 from 7.12.1.6.1.2.3.2.4.1.1: 60 60 4 100 200 60 Total: 484 = 2 x 2 x 11 x 11. SF: 26 = 2 x 13. 7.12.1.9.2.4 Even positioned groups of 3 from 7.12.1.6.1.2.3.2.4.1.1: 9 5 90 10 9 9 Total: 132 = 2 x 2 x 3 x 11. 7.12.1.9.2.4.1 Odd positioned groups of 3 from 7.12.1.6.1.2.3.2.4.1.3: 60 40 60 90 9 60 Total: 319 = 11 x 29. 7.12.1.9.2.4.2 Even positioned groups of 3 from 7.12.1.6.1.2.3.2.4.1.3: 200 5 200 200 10 1 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.9.2.4.2.1 Last half of 9 from 7.12.1.6.1.2.5.1.1.3.2: 100 4 80 400 400 5 2 5 60 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.9.2.4.2.1.1 First half of 9 from 7.12.1.6.1.2.5.1.1.3.2: 40 1 60 5 20 200 8 90 5 Total: 429 = 3 x 11 x 13. 7.12.1.9.2.4.2.1.2 Odd positioned groups of 2 from 7.12.1.6.1.2.5.1.7.1.2: 60 200 1 80 8 70 400 5 600 1 Total: 1425 = 3 x 5 x 5 x 19. 7.12.1.9.2.4.2.1.2.1 Even positioned groups of 2 from 7.12.1.6.1.2.5.1.7.1.2: 20 1 200 5 1 7 9 4 Total: 247 = 13 x 19. 7.12.1.9.2.4.2.1.2.1.1 Last half of 12 from 7.12.1.6.1.2.5.1.7.6.1: 80 400 80 60 400 5 2 1 2 5 1 20 Total: 1056 = 2 x 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.9.2.4.2.1.2.1.1.1 First half of 12 from 7.12.1.6.1.2.5.1.7.6.1: 9 60 60 9 40 90 40 1 4 1 80 200 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.9.2.4.2.1.2.1.1.2 Odd positioned groups of 1 from 7.12.1.6.1.2.5.1.7.6.2: 200 5 10 600 1 5 5 4 40 2 600 200 Total: 1672 = 2 x 2 x 2 x 11 x 19. 7.12.1.9.2.4.2.1.2.1.2 Even positioned groups of 1 from 7.12.1.6.1.2.5.1.7.6.2: 70 20 1 100 80 90 10 9 4 90 200 30 Total: 704 = 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.9.2.4.2.1.2.2 Odd positioned groups of 2 from 7.12.1.6.1.2.5.1.7.6.2: 200 70 10 1 1 80 5 10 40 4 600 200 Total: 1221 = 3 x 11 x 37. 7.12.1.9.2.4.2.2 Even positioned groups of 2 from 7.12.1.6.1.2.5.1.7.6.2: 5 20 600 100 5 90 4 9 2 90 200 30 Total: 1155 = 3 x 5 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.9.2.5 Odd positioned groups of 3 from 7.12.1.6.1.2.5.1.8.3.1: 7 8 600 5 5 10 40 90 60 Total: 825 = 3 x 5 x 5 x 11. 7.12.1.9.2.5.1 Even positioned groups of 3 from 7.12.1.6.1.2.5.1.8.3.1: 9 40 20 7 90 9 9 20 60 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.9.2.5.2 Odd positioned groups of 1 from 7.12.1.6.1.2.5.1.8.3.2: 600 100 5 1 100 1 1 5 1 Total: 814 = 2 x 11 x 37. 7.12.1.9.2.5.2.1 Even positioned groups of 1 from 7.12.1.6.1.2.5.1.8.3.2: 90 5 100 40 1 9 70 200 200 Total: 715 = 5 x 11 x 13. 7.12.1.9.2.5.2.2 Odd positioned groups of 4 from 7.12.1.6.1.2.5.1.8.4.3: 60 40 4 200 20 5 20 7 5 3 60 60 Total: 484 = 2 x 2 x 11 x 11. SF: 26 = 2 x 13. 7.12.1.9.2.6 Even positioned groups of 4 from 7.12.1.6.1.2.5.1.8.4.3: 60 200 9 70 200 8 5 20 Total: 572 = 2 x 2 x 11 x 13. SF: 28 = 2 x 2 x 7. 7.12.1.9.2.7 Odd positioned groups of 6 from 7.12.1.6.1.2.5.1.8.4.5: 100 1 60 200 9 70 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.9.2.8 Even positioned groups of 6 from 7.12.1.6.1.2.5.1.8.4.5: 60 40 4 200 5 200 8 5 5 9 20 5 Total: 561 = 3 x 11 x 17. 7.12.1.9.3 Odd positioned groups of 4 from 7.12.1.6.1.2.8.1.2.2.1: 60 90 60 100 60 10 9 40 Total: 429 = 3 x 11 x 13. 7.12.1.9.3.1 Even positioned groups of 4 from 7.12.1.6.1.2.8.1.2.2.1: 90 200 60 10 4 40 100 90 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.9.3.1.1 Odd positioned groups of 1 from 7.12.1.6.1.2.8.1.2.2.2: 20 40 1 40 5 600 40 200 Total: 946 = 2 x 11 x 43. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.9.3.1.2 Even positioned groups of 1 from 7.12.1.6.1.2.8.1.2.2.2: 3 5 100 9 5 10 200 20 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.2 Odd positioned groups of 2 from 7.12.1.6.1.2.8.1.2.2.2: 20 3 1 100 5 5 40 200 Total: 374 = 2 x 11 x 17. 7.12.1.9.3.2.1 Even positioned groups of 2 from 7.12.1.6.1.2.8.1.2.2.2: 40 5 40 9 600 10 200 20 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.9.3.2.1.1 Odd positioned groups of 2 from 7.12.1.6.1.4.1.4.2.2.5: 5 5 1 90 1 70 100 80 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.2.1.2 Even positioned groups of 2 from 7.12.1.6.1.4.1.4.2.2.5: 40 7 5 40 5 2 Total: 99 = 3 x 3 x 11. 7.12.1.9.3.2.2 Odd positioned groups of 6 from 7.12.1.6.1.4.4.2.2.1.1: 600 80 3 30 1 90 5 9 1 60 90 10 Total: 979 = 11 x 89. 7.12.1.9.3.2.3 Even positioned groups of 6 from 7.12.1.6.1.4.4.2.2.1.1: 5 20 600 40 60 90 100 7 5 8 5 20 1 9 5 200 8 5 Total: 1188 = 2 x 2 x 3 x 3 x 3 x 11. 7.12.1.9.3.2.3.1 Odd positioned groups of 1 from 7.12.1.8.1.1.1.1.1.2.2: 1 100 2 70 90 5 40 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.9.3.2.3.1.1 Even positioned groups of 1 from 7.12.1.8.1.1.1.1.1.2.2: 1 60 60 1 60 9 40 Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.2.3.1.1.1 Last half of 6 from 7.12.1.8.1.2.3.2.4.2.2: 60 100 5 400 90 5 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.3.2.3.1.1.2 First half of 6 from 7.12.1.8.1.2.3.2.4.2.2: 1 80 9 20 40 400 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.9.3.2.3.1.1.3 Odd positioned groups of 1 from 7.12.1.8.1.3.2.3.2.1.1: 200 9 400 80 8 7 Total: 704 = 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.9.3.2.3.1.1.3.1 Even positioned groups of 1 from 7.12.1.8.1.3.2.3.2.1.1: 90 9 60 600 80 8 Total: 847 = 7 x 11 x 11. 7.12.1.9.3.2.3.1.1.3.2 Odd positioned groups of 3 from 7.12.1.8.1.3.2.3.2.1.2: 100 60 100 200 4 9 Total: 473 = 11 x 43. 7.12.1.9.3.2.3.1.1.4 Even positioned groups of 3 from 7.12.1.8.1.3.2.3.2.1.2: 40 20 5 5 90 60 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.3.2.3.1.2 Odd positioned groups of 6 from 7.12.1.8.1.3.2.4.2.6.1: 60 200 80 7 200 80 Total: 627 = 3 x 11 x 19. 7.12.1.9.3.2.3.2 Even positioned groups of 6 from 7.12.1.8.1.3.2.4.2.6.1: 5 10 20 600 9 1 90 10 60 40 9 1 Total: 855 = 3 x 3 x 5 x 19. 7.12.1.9.3.2.3.3 Odd positioned groups of 6 from 7.12.1.8.1.3.2.4.3.1.1: 90 60 100 40 9 9 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.9.3.2.3.3.1 Even positioned groups of 6 from 7.12.1.8.1.3.2.4.3.1.1: 60 9 600 60 200 8 1 20 40 60 7 90 Total: 1155 = 3 x 5 x 7 x 11. SF: 26 = 2 x 13. 7.12.1.9.3.2.3.3.1.1 Odd positioned groups of 3 from 7.12.1.8.1.3.2.4.3.2.1: 40 60 40 40 30 5 30 5 3 Total: 253 = 11 x 23. 7.12.1.9.3.2.3.3.1.2 Even positioned groups of 3 from 7.12.1.8.1.3.2.4.3.2.1: 9 60 9 60 5 40 1 40 7 Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.2.3.3.2 Odd positioned groups of 2 from 7.12.1.8.1.3.2.4.3.2.2: 5 20 9 90 40 100 1 7 90 100 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.9.3.2.3.3.2.1 Even positioned groups of 2 from 7.12.1.8.1.3.2.4.3.2.2: 5 9 70 60 40 80 80 30 Total: 374 = 2 x 11 x 17. 7.12.1.9.3.2.3.3.2.1.1 Last half of 9 from 7.12.1.8.1.3.2.4.3.2.2: 5 20 5 9 9 90 70 60 40 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.9.3.2.3.3.2.1.2 First half of 9 from 7.12.1.8.1.3.2.4.3.2.2: 100 40 80 1 7 80 30 90 100 Total: 528 = 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.9.3.2.3.3.2.1.2.1 Odd positioned groups of 1 from 7.12.1.8.1.3.2.4.4.1.1: 80 20 600 60 5 60 Total: 825 = 3 x 5 x 5 x 11. 7.12.1.9.3.2.3.3.2.1.2.2 Even positioned groups of 1 from 7.12.1.8.1.3.2.4.4.1.1: 5 4 1 20 200 1 Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.2.3.3.2.2 Odd positioned groups of 2 from 7.12.1.8.1.3.2.4.4.1.1: 80 5 600 1 5 200 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.9.3.2.3.4 Even positioned groups of 2 from 7.12.1.8.1.3.2.4.4.1.1: 20 4 60 20 60 1 Total: 165 = 3 x 5 x 11. 7.12.1.9.3.2.3.4.1 Odd positioned groups of 6 from 7.12.1.8.1.3.2.4.4.1.2: 10 9 9 3 1 1 5 60 1 60 100 5 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.9.3.2.3.4.2 Even positioned groups of 6 from 7.12.1.8.1.3.2.4.4.1.2: 5 200 90 9 100 200 90 100 7 60 10 9 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.9.3.2.3.4.2.1 Odd positioned groups of 1 from 7.12.1.8.1.3.2.4.4.2.4: 5 90 9 7 600 40 80 9 40 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.9.3.2.3.4.2.2 Even positioned groups of 1 from 7.12.1.8.1.3.2.4.4.2.4: 90 3 100 9 5 200 40 6 9 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.9.3.2.3.4.2.3 Last half of 9 from 7.12.1.8.1.3.2.4.4.2.4: 5 90 90 3 9 100 7 9 600 Total: 913 = 11 x 83. 7.12.1.9.3.2.3.4.2.3.1 First half of 9 from 7.12.1.8.1.3.2.4.4.2.4: 5 40 200 80 40 9 6 40 9 Total: 429 = 3 x 11 x 13. 7.12.1.9.3.2.3.4.2.3.1.1 Odd positioned groups of 1 from 7.12.1.8.1.3.2.5.1.1.3: 9 100 9 20 70 40 90 200 100 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.9.3.2.3.4.2.3.1.2 Even positioned groups of 1 from 7.12.1.8.1.3.2.5.1.1.3: 1 5 70 7 60 4 1 10 7 Total: 165 = 3 x 5 x 11. 7.12.1.9.3.2.3.4.2.3.2 Odd positioned groups of 6 from 7.12.1.8.1.3.2.5.1.1.4: 200 90 9 90 60 200 Total: 649 = 11 x 59. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.9.3.2.3.4.2.4 Even positioned groups of 6 from 7.12.1.8.1.3.2.5.1.1.4: 40 60 200 40 60 90 100 1 90 5 90 60 Total: 836 = 2 x 2 x 11 x 19. 7.12.1.9.3.2.4 Odd positioned groups of 3 from 7.12.1.8.1.3.2.5.1.2.2: 90 200 60 60 80 8 1 70 80 Total: 649 = 11 x 59. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.9.3.2.4.1 Even positioned groups of 3 from 7.12.1.8.1.3.2.5.1.2.2: 10 200 10 60 7 5 9 60 90 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.9.3.2.4.1.1 Odd positioned groups of 6 from 7.12.1.8.1.3.2.5.1.2.2: 60 7 5 60 80 8 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.3.2.4.1.2 Even positioned groups of 6 from 7.12.1.8.1.3.2.5.1.2.2: 10 200 10 90 200 60 9 60 90 1 70 80 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.9.3.2.4.1.3 Odd positioned groups of 6 from 7.12.1.8.1.3.2.5.1.4.2: 100 60 200 80 9 90 Total: 539 = 7 x 7 x 11. 7.12.1.9.3.2.4.1.3.1 Even positioned groups of 6 from 7.12.1.8.1.3.2.5.1.4.2: 20 7 70 60 40 4 60 40 90 90 1 200 Total: 682 = 2 x 11 x 31. 7.12.1.9.3.2.4.1.3.1.1 Last half of 9 from 7.12.1.8.1.3.2.5.1.4.2: 20 7 70 60 40 4 100 60 200 Total: 561 = 3 x 11 x 17. 7.12.1.9.3.2.4.1.3.1.1.1 First half of 9 from 7.12.1.8.1.3.2.5.1.4.2: 80 9 90 60 40 90 90 1 200 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.3.2.4.1.3.1.1.1.1 Odd positioned groups of 1 from 7.12.1.8.1.3.6.1.1.1.2: 5 5 60 200 100 20 5 9 70 7 5 9 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.9.3.2.4.1.3.1.1.1.2 Even positioned groups of 1 from 7.12.1.8.1.3.6.1.1.1.2: 10 3 9 40 40 5 4 1 60 90 20 70 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.2.4.1.3.1.1.2 Odd positioned groups of 5 from 7.12.1.8.6.2.3.1.1.2.1: 100 100 90 1 30 9 5 90 1 3 Total: 429 = 3 x 11 x 13. 7.12.1.9.3.2.4.1.3.1.2 Even positioned groups of 5 from 7.12.1.8.6.2.3.1.1.2.1: 40 60 40 100 200 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.9.3.2.4.1.3.2 Odd positioned groups of 1 from 7.12.1.8.6.2.4.1.2.1.1: 20 40 40 4 60 100 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.9.3.2.4.1.4 Even positioned groups of 1 from 7.12.1.8.6.2.4.1.2.1.1: 600 60 2 200 200 60 Total: 1122 = 2 x 3 x 11 x 17. 7.12.1.9.3.2.4.2 Odd positioned groups of 3 from 7.12.1.8.6.2.4.1.2.1.1: 20 600 40 4 200 60 Total: 924 = 2 x 2 x 3 x 7 x 11. 7.12.1.9.3.2.4.3 Even positioned groups of 3 from 7.12.1.8.6.2.4.1.2.1.1: 60 40 2 200 100 60 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.9.3.2.4.3.1 Odd positioned groups of 4 from 7.12.1.8.6.2.4.1.2.1.2: 60 200 90 1 100 80 60 300 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.9.3.2.4.3.1.1 Even positioned groups of 4 from 7.12.1.8.6.2.4.1.2.1.2: 80 1 60 90 Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.2.4.3.1.1.1 Odd positioned groups of 1 from 7.12.1.8.6.2.4.1.3.1.1: 100 90 5 200 60 20 Total: 475 = 5 x 5 x 19. 7.12.1.9.3.2.4.3.1.1.2 Even positioned groups of 1 from 7.12.1.8.6.2.4.1.3.1.1: 5 4 1 100 20 60 Total: 190 = 2 x 5 x 19. SF: 26 = 2 x 13. 7.12.1.9.3.2.4.3.1.2 Odd positioned groups of 3 from 7.12.1.8.6.2.4.1.3.2.1: 60 200 70 20 5 200 40 100 10 100 600 1 Total: 1406 = 2 x 19 x 37. 7.12.1.9.3.2.4.3.1.2.1 Even positioned groups of 3 from 7.12.1.8.6.2.4.1.3.2.1: 5 40 5 90 90 10 20 300 7 9 80 9 Total: 665 = 5 x 7 x 19. 7.12.1.9.3.2.4.3.1.2.2 Last half of 12 from 7.12.1.8.6.2.4.1.3.2.2: 5 90 80 60 100 60 40 10 40 100 90 9 Total: 684 = 2 x 2 x 3 x 3 x 19. 7.12.1.9.3.2.4.3.1.2.3 First half of 12 from 7.12.1.8.6.2.4.1.3.2.2: 1 30 20 600 9 90 3 60 60 200 1 9 Total: 1083 = 3 x 19 x 19. 7.12.1.9.3.2.4.3.1.2.4 Odd positioned groups of 3 from 7.12.1.8.6.2.4.1.4.4.1: 4 200 60 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.9.3.2.4.3.1.3 Even positioned groups of 3 from 7.12.1.8.6.2.4.1.4.4.1: 100 600 40 60 90 100 Total: 990 = 2 x 3 x 3 x 5 x 11. 7.12.1.9.3.2.4.3.1.4 Odd positioned groups of 3 from 7.12.1.9.1.1.6.4.2.1.1: 5 1 1 60 1 20 Total: 88 = 2 x 2 x 2 x 11. 7.12.1.9.3.2.4.3.2 Even positioned groups of 3 from 7.12.1.9.1.1.6.4.2.1.1: 100 40 3 10 9 80 Total: 242 = 2 x 11 x 11. 7.12.1.9.3.2.4.3.2.1 Odd positioned groups of 4 from 7.12.1.9.1.1.6.4.2.3.2: 5 40 5 70 200 80 60 200 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.3.2.4.3.2.1.1 Even positioned groups of 4 from 7.12.1.9.1.1.6.4.2.3.2: 60 40 1 200 80 60 100 9 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.9.3.2.4.3.2.1.2 Odd positioned groups of 1 from 7.12.1.9.2.1.1.1.3.2.1: 7 50 5 90 70 200 40 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.9.3.2.4.3.2.2 Even positioned groups of 1 from 7.12.1.9.2.1.1.1.3.2.1: 70 400 9 1 100 3 Total: 583 = 11 x 53. 7.12.1.9.3.2.4.3.2.2.1 Odd positioned groups of 2 from 7.12.1.9.2.1.1.1.4.6.1: 1 100 70 50 90 1 5 90 Total: 407 = 11 x 37. 7.12.1.9.3.2.4.3.2.2.2 Even positioned groups of 2 from 7.12.1.9.2.1.1.1.4.6.1: 100 90 90 600 100 10 Total: 990 = 2 x 3 x 3 x 5 x 11. 7.12.1.9.3.2.4.4 Odd positioned groups of 1 from 7.12.1.9.2.4.2.1.2.1.1: 60 200 40 10 90 5 2 Total: 407 = 11 x 37. 7.12.1.9.3.3 Even positioned groups of 1 from 7.12.1.9.2.4.2.1.2.1.1: 100 60 5 300 60 60 9 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.9.3.3.1 Odd positioned groups of 3 from 7.12.1.9.3.2.3.3.2.1.2: 3 40 90 10 20 200 Total: 363 = 3 x 11 x 11. 7.12.1.9.3.3.1.1 Even positioned groups of 3 from 7.12.1.9.3.2.3.3.2.1.2: 100 200 3 60 30 60 5 90 200 Total: 748 = 2 x 2 x 11 x 17. 7.12.1.9.3.3.1.1.1 Odd positioned groups of 5 from 7.12.1.9.3.2.3.4.2.3.1: 40 90 1 9 7 40 1 300 5 90 Total: 583 = 11 x 53. 7.12.1.9.3.3.1.1.2 Even positioned groups of 5 from 7.12.1.9.3.2.3.4.2.3.1: 40 60 200 5 3 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.9.3.3.1.1.3 Odd positioned groups of 1 from 7.12.1.9.3.2.4.1.3.1.1: 80 9 1 200 40 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.3.1.1.3.1 Even positioned groups of 1 from 7.12.1.9.3.2.4.1.3.1.1: 5 10 9 9 Total: 33 = 3 x 11. SF: 14 = 2 x 7. 7.12.1.9.3.3.1.1.3.1.1 Last half of 6 from 7.12.1.9.3.3.1.1.3.2.2: 1 200 1 2 1 400 Total: 605 = 5 x 11 x 11. 7.12.1.9.3.3.1.1.3.1.2 First half of 6 from 7.12.1.9.3.3.1.1.3.2.2: 90 1 1 9 30 1 Total: 132 = 2 x 2 x 3 x 11. 7.12.1.9.3.3.1.1.3.2 Odd positioned groups of 2 from 7.12.1.9.3.3.1.1.4.1.2: 7 40 40 1 Total: 88 = 2 x 2 x 2 x 11. 7.12.1.9.3.3.1.1.3.2.1 Even positioned groups of 2 from 7.12.1.9.3.3.1.1.4.1.2: 40 100 200 100 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.9.3.3.1.1.3.2.2 Last half of 4 from 7.12.1.9.3.3.1.1.4.1.2: 7 40 40 100 Total: 187 = 11 x 17. SF: 28 = 2 x 2 x 7. 7.12.1.9.3.3.1.1.3.2.2.1 First half of 4 from 7.12.1.9.3.3.1.1.4.1.2: 40 1 200 100 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.9.3.3.1.1.3.2.2.2 Odd positioned groups of 5 from 7.12.1.9.3.3.2.3.2.2.2: 5 90 60 80 200 200 80 90 90 40 Total: 935 = 5 x 11 x 17. 7.12.1.9.3.3.1.1.3.2.2.2.1 Even positioned groups of 5 from 7.12.1.9.3.3.2.3.2.2.2: 100 90 9 100 9 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.9.3.3.1.1.3.2.2.2.2 Last half of 8 from 7.12.1.9.3.3.2.3.2.3.1: 40 5 90 200 60 20 5 9 Total: 429 = 3 x 11 x 13. 7.12.1.9.3.3.1.1.4 First half of 8 from 7.12.1.9.3.3.2.3.2.3.1: 5 8 4 200 60 40 5 30 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.3.1.1.4.1 Odd positioned groups of 6 from 7.12.1.9.3.3.2.4.1.2.4: 70 9 4 9 5 2 Total: 99 = 3 x 3 x 11. 7.12.1.9.3.3.1.1.4.1.1 Even positioned groups of 6 from 7.12.1.9.3.3.2.4.1.2.4: 600 40 5 1 200 100 5 100 9 70 60 9 Total: 1199 = 11 x 109. 7.12.1.9.3.3.1.1.4.1.2 Last half of 8 from 7.12.1.9.3.3.2.4.2.3.2: 60 200 10 1 1 40 600 100 Total: 1012 = 2 x 2 x 11 x 23. 7.12.1.9.3.3.1.1.4.1.2.1 First half of 8 from 7.12.1.9.3.3.2.4.2.3.2: 40 1 200 100 5 20 5 3 Total: 374 = 2 x 11 x 17. 7.12.1.9.3.3.1.1.4.1.2.2 Odd positioned groups of 3 from 7.12.1.9.3.3.2.4.2.5.1: 8 20 3 200 20 90 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.9.3.3.1.1.4.1.2.3 Even positioned groups of 3 from 7.12.1.9.3.3.2.4.2.5.1: 60 60 10 1 20 90 200 5 5 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.9.3.3.1.1.4.1.2.4 Odd positioned groups of 3 from 7.12.1.9.3.3.2.4.2.6.1: 60 40 60 5 9 90 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.9.3.3.1.1.4.2 Even positioned groups of 3 from 7.12.1.9.3.3.2.4.2.6.1: 100 1 80 200 40 1 10 40 1 Total: 473 = 11 x 43. 7.12.1.9.3.3.1.2 Odd positioned groups of 1 from 7.12.1.9.3.3.2.4.3.1.1: 70 200 1 600 5 60 5 5 Total: 946 = 2 x 11 x 43. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.9.3.3.1.2.1 Even positioned groups of 1 from 7.12.1.9.3.3.2.4.3.1.1: 60 200 5 5 60 90 9 Total: 429 = 3 x 11 x 13. 7.12.1.9.3.3.1.2.2 Odd positioned groups of 3 from 7.12.1.9.3.3.2.4.3.1.2: 80 9 70 40 9 100 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.9.3.3.1.2.2.1 Even positioned groups of 3 from 7.12.1.9.3.3.2.4.3.1.2: 1 40 100 100 70 1 5 70 20 Total: 407 = 11 x 37. 7.12.1.9.3.3.1.2.2.2 Last half of 6 from 7.12.1.9.3.3.2.5.1.1.1: 60 40 90 100 60 200 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.9.3.3.2 First half of 6 from 7.12.1.9.3.3.2.5.1.1.1: 200 80 1 9 600 100 Total: 990 = 2 x 3 x 3 x 5 x 11. 7.12.1.9.3.3.2.1 Odd positioned groups of 2 from 7.12.1.9.4.2.1.4.1.1.1: 7 10 30 9 80 40 Total: 176 = 2 x 2 x 2 x 2 x 11. 7.12.1.9.3.3.2.2 Even positioned groups of 2 from 7.12.1.9.4.2.1.4.1.1.1: 9 60 600 40 100 5 Total: 814 = 2 x 11 x 37. 7.12.1.9.3.3.2.2.1 Odd positioned groups of 4 from 7.12.1.9.4.2.1.4.2.1.1: 1 40 9 100 7 30 9 90 Total: 286 = 2 x 11 x 13. SF: 26 = 2 x 13. 7.12.1.9.3.3.2.2.1.1 Even positioned groups of 4 from 7.12.1.9.4.2.1.4.2.1.1: 100 600 40 60 200 70 1 40 Total: 1111 = 11 x 101. SF: 112 = 2 x 2 x 2 x 2 x 7. 7.12.1.9.3.3.2.2.1.2 Odd positioned groups of 1 from 7.12.1.9.4.2.1.4.2.2.2: 30 70 40 60 40 200 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.9.3.3.2.2.1.2.1 Even positioned groups of 1 from 7.12.1.9.4.2.1.4.2.2.2: 60 9 9 7 1 90 Total: 176 = 2 x 2 x 2 x 2 x 11. 7.12.1.9.3.3.2.2.1.2.2 Odd positioned groups of 1 from 7.12.1.9.4.4.1.1.3.1.1: 1 100 60 400 1 60 100 90 200 Total: 1012 = 2 x 2 x 11 x 23. 7.12.1.9.3.3.2.2.1.3 Even positioned groups of 1 from 7.12.1.9.4.4.1.1.3.1.1: 40 5 40 20 30 10 5 90 90 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.3.2.2.1.4 Odd positioned groups of 4 from 7.12.1.9.4.4.4.1.1.5.1: 40 10 1 7 100 100 1 60 Total: 319 = 11 x 29. 7.12.1.9.3.3.2.2.1.4.1 Even positioned groups of 4 from 7.12.1.9.4.4.4.1.1.5.1: 3 80 7 20 Total: 110 = 2 x 5 x 11. 7.12.1.9.3.3.2.2.1.4.2 Odd positioned groups of 8 from 7.12.1.9.4.4.4.1.1.5.2: 200 100 70 1 10 10 70 100 1 90 1 9 8 10 1 1 Total: 682 = 2 x 11 x 31. 7.12.1.9.3.3.2.2.1.4.3 Even positioned groups of 8 from 7.12.1.9.4.4.4.1.1.5.2: 1 60 40 20 100 60 9 40 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.3.2.2.1.4.4 Last half of 12 from 7.12.1.9.4.4.4.1.1.5.2: 100 60 9 40 1 90 1 9 8 10 1 1 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.3.2.2.1.4.5 First half of 12 from 7.12.1.9.4.4.4.1.1.5.2: 200 100 70 1 10 10 70 100 1 60 40 20 Total: 682 = 2 x 11 x 31. 7.12.1.9.3.3.2.2.1.4.6 Odd positioned groups of 2 from 7.12.1.9.4.4.5.2.1.1.1: 90 5 1 1 1 1 Total: 99 = 3 x 3 x 11. 7.12.1.9.3.3.2.2.2 Even positioned groups of 2 from 7.12.1.9.4.4.5.2.1.1.1: 1 40 40 60 40 600 Total: 781 = 11 x 71. 7.12.1.9.3.3.2.2.2.1 Odd positioned groups of 2 from 7.12.1.9.4.4.5.2.1.2.1: 100 90 60 10 90 9 3 100 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.9.3.3.2.2.2.2 Even positioned groups of 2 from 7.12.1.9.4.4.5.2.1.2.1: 200 10 200 20 40 7 80 4 Total: 561 = 3 x 11 x 17. 7.12.1.9.3.3.2.2.2.2.1 Odd positioned groups of 2 from 7.12.1.9.4.4.5.2.1.3.2: 100 90 60 10 90 9 3 100 Total: 462 = 2 x 3 x 7 x 11. 7.12.1.9.3.3.2.2.2.2.2 Even positioned groups of 2 from 7.12.1.9.4.4.5.2.1.3.2: 200 10 200 20 40 7 80 4 Total: 561 = 3 x 11 x 17. 7.12.1.9.3.3.2.3 Odd positioned groups of 4 from 7.12.1.9.4.4.5.2.1.3.3: 90 100 5 90 1 60 40 10 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.3.2.3.1 Even positioned groups of 4 from 7.12.1.9.4.4.5.2.1.3.3: 1 200 5 10 1 200 80 20 Total: 517 = 11 x 47. 7.12.1.9.3.3.2.3.2 Odd positioned groups of 5 from 7.12.1.9.4.4.5.2.2.1.1: 50 90 80 1 1 9 20 40 90 70 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.9.3.3.2.3.2.1 Even positioned groups of 5 from 7.12.1.9.4.4.5.2.2.1.1: 7 90 600 60 90 Total: 847 = 7 x 11 x 11. 7.12.1.9.3.3.2.3.2.2 Odd positioned groups of 3 from 7.12.1.9.4.4.5.2.2.2.3: 100 7 90 5 10 30 Total: 242 = 2 x 11 x 11. 7.12.1.9.3.3.2.3.2.2.1 Even positioned groups of 3 from 7.12.1.9.4.4.5.2.2.2.3: 40 10 90 5 9 4 600 40 5 Total: 803 = 11 x 73. SF: 84 = 2 x 2 x 3 x 7. SF: 14 = 2 x 7. 7.12.1.9.3.3.2.3.2.2.2 Last half of 6 from 7.12.1.9.4.4.6.2.1.2.1: 40 100 5 9 90 9 Total: 253 = 11 x 23. 7.12.1.9.3.3.2.3.2.2.2.1 First half of 6 from 7.12.1.9.4.4.6.2.1.2.1: 30 1 1 30 1 80 Total: 143 = 11 x 13. 7.12.1.9.3.3.2.3.2.2.2.2 Odd positioned groups of 2 from 7.12.1.9.4.4.6.2.1.2.2: 100 9 1 30 2 1 Total: 143 = 11 x 13. 7.12.1.9.3.3.2.3.2.3 Even positioned groups of 2 from 7.12.1.9.4.4.6.2.1.2.2: 60 10 80 1 20 5 Total: 176 = 2 x 2 x 2 x 2 x 11. 7.12.1.9.3.3.2.3.2.3.1 Odd positioned groups of 3 from 7.12.1.9.5.1.6.4.2.1.1: 5 1 1 60 1 20 Total: 88 = 2 x 2 x 2 x 11. 7.12.1.9.3.3.2.3.2.3.1.1 Even positioned groups of 3 from 7.12.1.9.5.1.6.4.2.1.1: 100 40 3 10 9 80 Total: 242 = 2 x 11 x 11. 7.12.1.9.3.3.2.3.2.3.1.2 Odd positioned groups of 4 from 7.12.1.9.5.1.6.4.2.3.2: 5 40 5 70 200 80 60 200 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.3.3.2.3.2.3.2 Even positioned groups of 4 from 7.12.1.9.5.1.6.4.2.3.2: 60 40 1 200 80 60 100 9 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.9.3.3.2.3.2.4 Odd positioned groups of 2 from 7.12.1.10.1.1.3.1.1.1.1: 5 20 80 100 200 90 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.9.3.3.2.3.2.5 Even positioned groups of 2 from 7.12.1.10.1.1.3.1.1.1.1: 40 20 10 40 40 70 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.3.3.2.3.2.5.1 Odd positioned groups of 1 from 7.12.1.10.1.1.3.1.2.2.1: 40 5 40 40 60 40 60 1 Total: 286 = 2 x 11 x 13. SF: 26 = 2 x 13. 7.12.1.9.3.3.2.3.2.5.2 Even positioned groups of 1 from 7.12.1.10.1.1.3.1.2.2.1: 100 5 100 200 40 20 10 9 Total: 484 = 2 x 2 x 11 x 11. SF: 26 = 2 x 13. 7.12.1.9.3.3.2.3.2.6 Odd positioned groups of 1 from 7.12.1.2.3.1.2.2.1.1.2.1: 90 200 600 1 Total: 891 = 3 x 3 x 3 x 3 x 11. 7.12.1.9.3.3.2.4 Even positioned groups of 1 from 7.12.1.2.3.1.2.2.1.1.2.1: 40 60 9 1 Total: 110 = 2 x 5 x 11. 7.12.1.9.3.3.2.4.1 Odd positioned groups of 1 from 7.12.1.2.3.1.2.2.1.2.1.3: 100 80 7 Total: 187 = 11 x 17. SF: 28 = 2 x 2 x 7. 7.12.1.9.3.3.2.4.1.1 Even positioned groups of 1 from 7.12.1.2.3.1.2.2.1.2.1.3: 40 40 30 Total: 110 = 2 x 5 x 11. 7.12.1.9.3.3.2.4.1.2 Last half of 3 from 7.12.1.2.3.1.2.2.1.2.1.3: 40 7 30 Total: 77 = 7 x 11. 7.12.1.9.3.3.2.4.1.2.1 First half of 3 from 7.12.1.2.3.1.2.2.1.2.1.3: 100 40 80 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.3.3.2.4.1.2.2 Odd positioned groups of 2 from 7.12.1.2.3.1.2.2.1.2.2.2: 1 1 4 60 Total: 66 = 2 x 3 x 11. 7.12.1.9.3.3.2.4.1.2.3 Even positioned groups of 2 from 7.12.1.2.3.1.2.2.1.2.2.2: 9 200 Total: 209 = 11 x 19. 7.12.1.9.3.3.2.4.1.2.4 Last half of 3 from 7.12.1.2.3.1.2.2.1.2.2.2: 200 4 60 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.9.3.3.2.4.1.2.4.1 First half of 3 from 7.12.1.2.3.1.2.2.1.2.2.2: 1 1 9 Total: 11 = 11. 7.12.1.9.3.3.2.4.1.2.4.2 Odd positioned groups of 1 from 7.12.1.2.3.1.2.2.1.2.3.1: 100 80 7 Total: 187 = 11 x 17. SF: 28 = 2 x 2 x 7. 7.12.1.9.3.3.2.4.1.2.4.2.1 Even positioned groups of 1 from 7.12.1.2.3.1.2.2.1.2.3.1: 40 40 30 Total: 110 = 2 x 5 x 11. 7.12.1.9.3.3.2.4.1.2.4.2.2 Last half of 3 from 7.12.1.2.3.1.2.2.1.2.3.1: 40 7 30 Total: 77 = 7 x 11. 7.12.1.9.3.3.2.4.1.2.4.2.3 First half of 3 from 7.12.1.2.3.1.2.2.1.2.3.1: 100 40 80 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.3.3.2.4.1.2.4.2.4 Odd positioned groups of 2 from 7.12.1.2.3.1.2.2.1.2.4.6: 1 1 4 60 Total: 66 = 2 x 3 x 11. 7.12.1.9.3.3.2.4.2 Even positioned groups of 2 from 7.12.1.2.3.1.2.2.1.2.4.6: 9 200 Total: 209 = 11 x 19. 7.12.1.9.3.3.2.4.2.1 Last half of 3 from 7.12.1.2.3.1.2.2.1.2.4.6: 200 4 60 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.9.3.3.2.4.2.2 First half of 3 from 7.12.1.2.3.1.2.2.1.2.4.6: 1 1 9 Total: 11 = 11. 7.12.1.9.3.3.2.4.2.3 Odd positioned groups of 2 from 7.12.1.2.3.1.2.2.2.2.4.1: 5 7 40 5 Total: 57 = 3 x 19. 7.12.1.9.3.3.2.4.2.3.1 Even positioned groups of 2 from 7.12.1.2.3.1.2.2.2.2.4.1: 5 90 Total: 95 = 5 x 19. 7.12.1.9.3.3.2.4.2.3.2 Last half of 5 from 7.12.1.2.3.1.4.3.2.4.4.1: 9 70 60 200 90 Total: 429 = 3 x 11 x 13. 7.12.1.9.3.3.2.4.2.3.2.1 First half of 5 from 7.12.1.2.3.1.4.3.2.4.4.1: 20 9 1 9 60 Total: 99 = 3 x 3 x 11. 7.12.1.9.3.3.2.4.2.3.2.1.1 Last half of 4 from 7.12.1.2.4.1.1.2.2.3.1.2: 90 300 70 200 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.3.3.2.4.2.3.2.1.2 First half of 4 from 7.12.1.2.4.1.1.2.2.3.1.2: 20 1 5 7 Total: 33 = 3 x 11. SF: 14 = 2 x 7. 7.12.1.9.3.3.2.4.2.3.2.2 Odd positioned groups of 1 from 7.12.1.2.4.1.1.2.2.3.2.1: 1 80 7 Total: 88 = 2 x 2 x 2 x 11. 7.12.1.9.3.3.2.4.2.3.2.2.1 Even positioned groups of 1 from 7.12.1.2.4.1.1.2.2.3.2.1: 70 200 60 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.3.2.4.2.3.2.2.2 Last half of 4 from 7.12.1.2.4.1.1.2.2.3.2.5: 1 80 70 20 Total: 171 = 3 x 3 x 19. 7.12.1.9.3.3.2.4.2.3.2.2.3 First half of 4 from 7.12.1.2.4.1.1.2.2.3.2.5: 7 80 60 100 Total: 247 = 13 x 19. 7.12.1.9.3.3.2.4.2.3.2.2.4 Odd positioned groups of 2 from 7.12.1.2.4.1.1.2.2.4.2.4: 1 200 40 100 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.9.3.3.2.4.2.4 Even positioned groups of 2 from 7.12.1.2.4.1.1.2.2.4.2.4: 600 60 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.3.3.2.4.2.5 Odd positioned groups of 1 from 7.12.1.2.4.2.3.2.1.2.2.1: 200 90 5 600 40 Total: 935 = 5 x 11 x 17. 7.12.1.9.3.3.2.4.2.5.1 Even positioned groups of 1 from 7.12.1.2.4.2.3.2.1.2.2.1: 40 60 60 5 Total: 165 = 3 x 5 x 11. 7.12.1.9.3.3.2.4.2.5.1.1 Odd positioned groups of 2 from 7.12.1.4.2.2.2.1.3.3.2.2: 40 100 20 9 600 100 Total: 869 = 11 x 79. 7.12.1.9.3.3.2.4.2.5.1.2 Even positioned groups of 2 from 7.12.1.4.2.2.2.1.3.3.2.2: 1 100 1 40 60 40 Total: 242 = 2 x 11 x 11. 7.12.1.9.3.3.2.4.2.5.2 Odd positioned groups of 1 from 7.12.1.4.2.2.2.1.3.3.2.4: 9 80 20 1 Total: 110 = 2 x 5 x 11. 7.12.1.9.3.3.2.4.2.6 Even positioned groups of 1 from 7.12.1.4.2.2.2.1.3.3.2.4: 1 5 9 40 Total: 55 = 5 x 11. 7.12.1.9.3.3.2.4.2.6.1 Last half of 3 from 7.12.1.4.2.2.2.1.3.5.2.1: 90 200 40 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.3.2.4.2.6.1.1 First half of 3 from 7.12.1.4.2.2.2.1.3.5.2.1: 9 1 100 Total: 110 = 2 x 5 x 11. 7.12.1.9.3.3.2.4.2.6.1.2 Odd positioned groups of 1 from 7.12.1.4.2.2.2.1.3.6.1.1: 90 5 80 9 5 20 Total: 209 = 11 x 19. 7.12.1.9.3.3.2.4.2.6.1.2.1 Even positioned groups of 1 from 7.12.1.4.2.2.2.1.3.6.1.1: 70 30 90 20 100 9 Total: 319 = 11 x 29. 7.12.1.9.3.3.2.4.2.6.1.2.2 Odd positioned groups of 3 from 7.12.1.4.2.2.2.1.3.6.2.1: 10 10 9 40 100 40 Total: 209 = 11 x 19. 7.12.1.9.3.3.2.4.2.6.2 Even positioned groups of 3 from 7.12.1.4.2.2.2.1.3.6.2.1: 90 200 60 60 600 90 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.9.3.3.2.4.3 Last half of 6 from 7.12.1.4.2.2.2.1.3.6.2.2: 20 60 600 100 60 40 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.9.3.3.2.4.3.1 First half of 6 from 7.12.1.4.2.2.2.1.3.6.2.2: 1 40 40 1 100 5 Total: 187 = 11 x 17. SF: 28 = 2 x 2 x 7. 7.12.1.9.3.3.2.4.3.1.1 Last half of 3 from 7.12.1.4.2.2.12.3.1.3.2.2: 100 5 60 Total: 165 = 3 x 5 x 11. 7.12.1.9.3.3.2.4.3.1.1.1 First half of 3 from 7.12.1.4.2.2.12.3.1.3.2.2: 100 30 90 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.3.3.2.4.3.1.1.2 Odd positioned groups of 2 from 7.12.1.4.2.2.13.2.3.3.2.2: 40 100 20 9 600 100 Total: 869 = 11 x 79. 7.12.1.9.3.3.2.4.3.1.2 Even positioned groups of 2 from 7.12.1.4.2.2.13.2.3.3.2.2: 1 100 1 40 60 40 Total: 242 = 2 x 11 x 11. 7.12.1.9.3.3.2.4.3.1.2.1 Odd positioned groups of 1 from 7.12.1.4.2.2.13.2.3.3.2.4: 9 80 20 1 Total: 110 = 2 x 5 x 11. 7.12.1.9.3.3.2.4.3.1.2.1.1 Even positioned groups of 1 from 7.12.1.4.2.2.13.2.3.3.2.4: 1 5 9 40 Total: 55 = 5 x 11. 7.12.1.9.3.3.2.4.3.1.2.1.2 Last half of 3 from 7.12.1.4.2.2.13.2.3.5.2.1: 90 200 40 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.3.2.4.3.1.2.2 First half of 3 from 7.12.1.4.2.2.13.2.3.5.2.1: 9 1 100 Total: 110 = 2 x 5 x 11. 7.12.1.9.3.3.2.4.3.2 Odd positioned groups of 1 from 7.12.1.4.2.2.13.2.3.6.1.1: 90 5 80 9 5 20 Total: 209 = 11 x 19. 7.12.1.9.3.3.2.4.3.3 Even positioned groups of 1 from 7.12.1.4.2.2.13.2.3.6.1.1: 70 30 90 20 100 9 Total: 319 = 11 x 29. 7.12.1.9.3.3.2.4.3.4 Odd positioned groups of 3 from 7.12.1.4.2.2.13.2.3.6.2.1: 10 10 9 40 100 40 Total: 209 = 11 x 19. 7.12.1.9.3.3.2.4.4 Even positioned groups of 3 from 7.12.1.4.2.2.13.2.3.6.2.1: 90 200 60 60 600 90 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.9.3.3.2.5 Last half of 6 from 7.12.1.4.2.2.13.2.3.6.2.2: 20 60 600 100 60 40 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.9.3.3.2.5.1 First half of 6 from 7.12.1.4.2.2.13.2.3.6.2.2: 1 40 40 1 100 5 Total: 187 = 11 x 17. SF: 28 = 2 x 2 x 7. 7.12.1.9.3.3.2.5.1.1 Odd positioned groups of 2 from 7.12.1.4.2.3.2.4.1.2.2.2: 600 100 10 60 Total: 770 = 2 x 5 x 7 x 11. 7.12.1.9.3.3.2.5.1.1.1 Even positioned groups of 2 from 7.12.1.4.2.3.2.4.1.2.2.2: 9 90 Total: 99 = 3 x 3 x 11. 7.12.1.9.3.3.2.5.1.1.1.1 Odd positioned groups of 1 from 7.12.1.4.2.3.4.2.4.2.2.2: 1 5 5 Total: 11 = 11. 7.12.1.9.3.3.2.5.1.1.1.2 Even positioned groups of 1 from 7.12.1.4.2.3.4.2.4.2.2.2: 100 100 9 Total: 209 = 11 x 19. 7.12.1.9.3.3.2.5.1.1.2 Odd positioned groups of 1 from 7.12.1.4.2.3.4.3.1.1.2.1: 90 40 200 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.3.2.5.1.2 Even positioned groups of 1 from 7.12.1.4.2.3.4.3.1.1.2.1: 100 60 5 Total: 165 = 3 x 5 x 11. 7.12.1.9.3.3.2.5.2 Odd positioned groups of 1 from 7.12.1.4.2.4.3.2.3.1.2.2: 1 60 5 Total: 66 = 2 x 3 x 11. 7.12.1.9.3.3.2.5.2.1 Even positioned groups of 1 from 7.12.1.4.2.4.3.2.3.1.2.2: 60 1 60 Total: 121 = 11 x 11. 7.12.1.9.3.3.2.5.2.2 Last half of 3 from 7.12.1.4.2.4.3.2.3.1.2.2: 1 5 60 Total: 66 = 2 x 3 x 11. 7.12.1.9.3.3.2.6 First half of 3 from 7.12.1.4.2.4.3.2.3.1.2.2: 1 60 60 Total: 121 = 11 x 11. 7.12.1.9.3.3.2.6.1 Odd positioned groups of 1 from 7.12.1.4.2.4.4.3.1.2.3.2: 90 1 10 20 Total: 121 = 11 x 11. 7.12.1.9.3.3.2.6.2 Even positioned groups of 1 from 7.12.1.4.2.4.4.3.1.2.3.2: 30 5 20 Total: 55 = 5 x 11. 7.12.1.9.3.3.2.6.2.1 Last half of 3 from 7.12.1.4.2.4.5.2.3.3.2.2: 1 20 1 Total: 22 = 2 x 11. SF: 13. 7.12.1.9.3.3.2.6.2.2 First half of 3 from 7.12.1.4.2.4.5.2.3.3.2.2: 9 70 9 Total: 88 = 2 x 2 x 2 x 11. 7.12.1.9.3.3.2.6.2.2.1 Odd positioned groups of 2 from 7.12.1.4.2.5.1.4.1.2.1.1: 1 40 100 200 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.9.3.3.2.6.2.2.2 Even positioned groups of 2 from 7.12.1.4.2.5.1.4.1.2.1.1: 90 9 Total: 99 = 3 x 3 x 11. 7.12.1.9.3.3.2.6.3 Odd positioned groups of 1 from 7.12.1.4.2.5.3.2.3.2.2.2: 90 1 90 600 Total: 781 = 11 x 71. 7.12.1.9.3.3.2.6.3.1 Even positioned groups of 1 from 7.12.1.4.2.5.3.2.3.2.2.2: 40 60 9 1 Total: 110 = 2 x 5 x 11. 7.12.1.9.3.3.2.6.3.1.1 Odd positioned groups of 1 from 7.12.1.4.2.5.3.2.3.2.4.2: 90 1 90 600 Total: 781 = 11 x 71. 7.12.1.9.3.3.2.6.3.1.2 Even positioned groups of 1 from 7.12.1.4.2.5.3.2.3.2.4.2: 40 60 9 1 Total: 110 = 2 x 5 x 11. 7.12.1.9.3.3.2.6.3.2 Last half of 3 from 7.12.1.4.2.5.3.2.4.2.1.1: 100 1 20 Total: 121 = 11 x 11. 7.12.1.9.3.3.2.6.3.3 First half of 3 from 7.12.1.4.2.5.3.2.4.2.1.1: 70 5 90 Total: 165 = 3 x 5 x 11. 7.12.1.9.3.3.2.6.3.4 Odd positioned groups of 1 from 7.12.1.4.2.5.3.2.5.2.2.1: 90 90 60 90 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.3.2.6.4 Even positioned groups of 1 from 7.12.1.4.2.5.3.2.5.2.2.1: 9 90 70 40 Total: 209 = 11 x 19. 7.12.1.9.3.4 Odd positioned groups of 1 from 7.12.1.4.2.5.3.3.2.2.2.1: 90 90 60 90 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.3.4.1 Even positioned groups of 1 from 7.12.1.4.2.5.3.3.2.2.2.1: 9 90 70 40 Total: 209 = 11 x 19. 7.12.1.9.3.4.2 Last half of 3 from 7.12.1.4.2.5.3.3.3.4.3.1: 60 5 1 Total: 66 = 2 x 3 x 11. 7.12.1.9.3.5 First half of 3 from 7.12.1.4.2.5.3.3.3.4.3.1: 8 7 40 Total: 55 = 5 x 11. 7.12.1.9.3.5.1 Odd positioned groups of 2 from 7.12.1.4.2.5.3.3.4.1.4.2: 600 90 90 9 200 100 Total: 1089 = 3 x 3 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.9.3.5.1.1 Even positioned groups of 2 from 7.12.1.4.2.5.3.3.4.1.4.2: 60 200 40 1 600 100 Total: 1001 = 7 x 11 x 13. 7.12.1.9.3.5.1.2 Odd positioned groups of 2 from 7.12.1.4.2.5.3.3.5.1.4.2: 600 90 90 9 200 100 Total: 1089 = 3 x 3 x 11 x 11. SF: 28 = 2 x 2 x 7. 7.12.1.9.3.5.2 Even positioned groups of 2 from 7.12.1.4.2.5.3.3.5.1.4.2: 60 200 40 1 600 100 Total: 1001 = 7 x 11 x 13. 7.12.1.9.3.5.3 Last half of 3 from 7.12.1.4.2.5.3.3.6.4.3.1: 60 5 1 Total: 66 = 2 x 3 x 11. 7.12.1.9.3.5.3.1 First half of 3 from 7.12.1.4.2.5.3.3.6.4.3.1: 8 7 40 Total: 55 = 5 x 11. 7.12.1.9.3.5.3.1.1 Last half of 3 from 7.12.1.4.2.5.4.3.1.5.2.1: 40 3 1 Total: 44 = 2 x 2 x 11. 7.12.1.9.3.5.3.1.2 First half of 3 from 7.12.1.4.2.5.4.3.1.5.2.1: 100 60 60 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.3.5.3.1.2.1 Odd positioned groups of 4 from 7.12.1.4.2.6.3.1.5.2.2.2: 60 200 5 9 1 100 5 5 Total: 385 = 5 x 7 x 11. 7.12.1.9.3.5.3.1.2.2 Even positioned groups of 4 from 7.12.1.4.2.6.3.1.5.2.2.2: 9 6 20 9 Total: 44 = 2 x 2 x 11. 7.12.1.9.3.5.3.2 Last half of 6 from 7.12.1.4.2.6.3.1.10.1.2.1: 60 40 8 60 1 40 Total: 209 = 11 x 19. 7.12.1.9.3.5.4 First half of 6 from 7.12.1.4.2.6.3.1.10.1.2.1: 10 10 30 4 60 7 Total: 121 = 11 x 11. 7.12.1.9.3.5.4.1 Odd positioned groups of 1 from 7.12.1.4.2.7.2.4.3.3.1.1: 90 90 9 90 40 Total: 319 = 11 x 29. 7.12.1.9.3.5.4.2 Even positioned groups of 1 from 7.12.1.4.2.7.2.4.3.3.1.1: 200 30 7 60 Total: 297 = 3 x 3 x 3 x 11. 7.12.1.9.3.5.4.2.1 Odd positioned groups of 1 from 7.12.1.4.2.7.2.4.3.4.2.2: 30 4 100 200 60 90 Total: 484 = 2 x 2 x 11 x 11. SF: 26 = 2 x 13. 7.12.1.9.3.5.4.2.2 Even positioned groups of 1 from 7.12.1.4.2.7.2.4.3.4.2.2: 200 9 7 100 1 90 Total: 407 = 11 x 37. 7.12.1.9.3.5.4.2.2.1 Odd positioned groups of 3 from 7.12.1.4.2.7.2.4.3.4.2.2: 30 200 4 200 100 60 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.9.3.5.4.2.2.1.1 Even positioned groups of 3 from 7.12.1.4.2.7.2.4.3.4.2.2: 9 100 7 1 90 90 Total: 297 = 3 x 3 x 3 x 11. 7.12.1.9.3.5.4.2.2.1.2 Odd positioned groups of 4 from 7.12.1.4.2.7.2.4.3.4.2.2: 30 200 4 9 60 1 90 90 Total: 484 = 2 x 2 x 11 x 11. SF: 26 = 2 x 13. 7.12.1.9.3.5.4.2.2.2 Even positioned groups of 4 from 7.12.1.4.2.7.2.4.3.4.2.2: 100 7 200 100 Total: 407 = 11 x 37. 7.12.1.9.3.5.4.3 Odd positioned groups of 1 from 7.12.1.4.2.9.1.2.2.1.2.2: 40 4 Total: 44 = 2 x 2 x 11. 7.12.1.9.3.5.4.4 Even positioned groups of 1 from 7.12.1.4.2.9.1.2.2.1.2.2: 100 10 Total: 110 = 2 x 5 x 11. 7.12.1.9.3.5.4.5 Odd positioned groups of 1 from 7.12.1.4.2.10.3.1.1.2.2.2: 4 5 200 9 90 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.9.3.5.4.6 Even positioned groups of 1 from 7.12.1.4.2.10.3.1.1.2.2.2: 9 40 5 100 Total: 154 = 2 x 7 x 11. 7.12.1.9.3.5.4.6.1 Last half of 4 from 7.12.1.4.2.10.4.1.1.1.1.1: 60 400 60 8 Total: 528 = 2 x 2 x 2 x 2 x 3 x 11. 7.12.1.9.3.5.4.6.2 First half of 4 from 7.12.1.4.2.10.4.1.1.1.1.1: 10 200 1 9 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.3.6 Odd positioned groups of 2 from 7.12.1.4.2.10.4.1.1.1.1.2: 600 4 60 40 Total: 704 = 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.9.3.6.1 Even positioned groups of 2 from 7.12.1.4.2.10.4.1.1.1.1.2: 20 100 40 60 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.3.6.1.1 Odd positioned groups of 1 from 7.12.1.5.3.1.2.1.3.4.1.1: 5 4 90 Total: 99 = 3 x 3 x 11. 7.12.1.9.3.6.1.1.1 Even positioned groups of 1 from 7.12.1.5.3.1.2.1.3.4.1.1: 3 2 600 Total: 605 = 5 x 11 x 11. 7.12.1.9.3.6.1.1.2 Last half of 3 from 7.12.1.5.3.1.2.1.3.4.1.4: 100 600 4 Total: 704 = 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.9.3.6.1.2 First half of 3 from 7.12.1.5.3.1.2.1.3.4.1.4: 200 4 5 Total: 209 = 11 x 19. 7.12.1.9.3.6.2 Odd positioned groups of 2 from 7.12.1.5.5.5.3.2.1.1.2.1: 9 5 1 40 Total: 55 = 5 x 11. 7.12.1.9.3.6.3 Even positioned groups of 2 from 7.12.1.5.5.5.3.2.1.1.2.1: 9 90 Total: 99 = 3 x 3 x 11. 7.12.1.9.3.6.4 Odd positioned groups of 1 from 7.12.1.5.5.5.3.2.1.1.2.2: 8 90 1 Total: 99 = 3 x 3 x 11. 7.12.1.9.3.6.4.1 Even positioned groups of 1 from 7.12.1.5.5.5.3.2.1.1.2.2: 7 90 200 Total: 297 = 3 x 3 x 3 x 11. 7.12.1.9.3.6.4.2 Odd positioned groups of 1 from 7.12.1.5.5.5.5.1.5.1.2.1: 40 8 200 5 Total: 253 = 11 x 23. 7.12.1.9.3.6.5 Even positioned groups of 1 from 7.12.1.5.5.5.5.1.5.1.2.1: 20 7 60 1 Total: 88 = 2 x 2 x 2 x 11. 7.12.1.9.3.6.5.1 Last half of 3 from 7.12.1.5.5.5.5.1.5.1.2.2: 40 200 200 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.9.3.6.5.2 First half of 3 from 7.12.1.5.5.5.5.1.5.1.2.2: 100 60 5 Total: 165 = 3 x 5 x 11. 7.12.1.9.3.6.6 Odd positioned groups of 1 from 7.12.1.5.6.3.3.1.3.3.1.2: 100 8 5 30 Total: 143 = 11 x 13. 7.12.1.9.4 Even positioned groups of 1 from 7.12.1.5.6.3.3.1.3.3.1.2: 40 1 20 60 Total: 121 = 11 x 11. 7.12.1.9.4.1 Odd positioned groups of 2 from 7.12.1.5.6.3.3.1.3.3.1.2: 100 40 5 20 Total: 165 = 3 x 5 x 11. 7.12.1.9.4.2 Even positioned groups of 2 from 7.12.1.5.6.3.3.1.3.3.1.2: 8 1 30 60 Total: 99 = 3 x 3 x 11. 7.12.1.9.4.2.1 Last half of 3 from 7.12.1.5.6.3.3.1.3.3.3.1: 9 1 1 Total: 11 = 11. 7.12.1.9.4.2.1.1 First half of 3 from 7.12.1.5.6.3.3.1.3.3.3.1: 100 60 5 Total: 165 = 3 x 5 x 11. 7.12.1.9.4.2.1.1.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.1.3.3.3.2: 40 7 7 40 60 Total: 154 = 2 x 7 x 11. 7.12.1.9.4.2.1.1.2 Even positioned groups of 1 from 7.12.1.5.6.3.3.1.3.3.3.2: 9 20 40 30 Total: 99 = 3 x 3 x 11. 7.12.1.9.4.2.1.1.2.1 Odd positioned groups of 2 from 7.12.1.5.6.3.3.1.5.4.1.1: 40 60 1 20 Total: 121 = 11 x 11. 7.12.1.9.4.2.1.1.2.2 Even positioned groups of 2 from 7.12.1.5.6.3.3.1.5.4.1.1: 90 9 Total: 99 = 3 x 3 x 11. 7.12.1.9.4.2.1.1.2.2.1 Last half of 5 from 7.12.1.5.6.3.3.3.2.1.2.2: 200 10 90 40 1 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.9.4.2.1.1.2.2.2 First half of 5 from 7.12.1.5.6.3.3.3.2.1.2.2: 5 9 60 200 1 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.2.1.1.2.2.3 Odd positioned groups of 1 from 7.12.1.5.6.3.3.3.2.1.2.3: 9 200 3 100 40 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.2.1.1.2.2.4 Even positioned groups of 1 from 7.12.1.5.6.3.3.3.2.1.2.3: 60 5 90 9 1 Total: 165 = 3 x 5 x 11. 7.12.1.9.4.2.1.1.2.2.5 Last half of 5 from 7.12.1.5.6.3.3.3.3.2.2.2: 200 10 90 40 1 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.9.4.2.1.1.2.2.6 First half of 5 from 7.12.1.5.6.3.3.3.3.2.2.2: 5 9 60 200 1 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.2.1.2 Odd positioned groups of 1 from 7.12.1.5.6.3.3.3.3.2.2.3: 9 200 3 100 40 Total: 352 = 2 x 2 x 2 x 2 x 2 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.2.1.3 Even positioned groups of 1 from 7.12.1.5.6.3.3.3.3.2.2.3: 60 5 90 9 1 Total: 165 = 3 x 5 x 11. 7.12.1.9.4.2.1.3.1 Odd positioned groups of 3 from 7.12.1.5.6.3.3.4.1.4.1.4: 100 9 1 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.2.1.3.2 Even positioned groups of 3 from 7.12.1.5.6.3.3.4.1.4.1.4: 40 200 60 200 100 5 Total: 605 = 5 x 11 x 11. 7.12.1.9.4.2.1.4 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.1.4.4.1: 600 20 9 70 5 Total: 704 = 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.9.4.2.1.4.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.1.4.4.1: 40 60 60 5 Total: 165 = 3 x 5 x 11. 7.12.1.9.4.2.1.4.1.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.2.2.1.2: 5 100 100 1 40 7 Total: 253 = 11 x 23. 7.12.1.9.4.2.1.4.1.1.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.2.2.1.2: 3 5 1 40 4 90 Total: 143 = 11 x 13. 7.12.1.9.4.2.1.4.1.1.1.1 Odd positioned groups of 3 from 7.12.1.5.6.3.3.4.2.2.2.2: 70 90 60 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.4.2.1.4.1.1.1.2 Even positioned groups of 3 from 7.12.1.5.6.3.3.4.2.2.2.2: 1 40 40 1 5 1 Total: 88 = 2 x 2 x 2 x 11. 7.12.1.9.4.2.1.4.1.1.2 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.3.2.1.1: 90 30 40 5 Total: 165 = 3 x 5 x 11. 7.12.1.9.4.2.1.4.1.2 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.3.2.1.1: 40 9 60 1 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.2.1.4.1.2.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.3.2.3.2: 60 1 5 Total: 66 = 2 x 3 x 11. 7.12.1.9.4.2.1.4.1.2.2 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.3.2.3.2: 1 5 5 Total: 11 = 11. 7.12.1.9.4.2.1.4.1.2.3 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.3.3.2.1: 90 30 40 5 Total: 165 = 3 x 5 x 11. 7.12.1.9.4.2.1.4.1.2.4 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.3.3.2.1: 40 9 60 1 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.2.1.4.1.2.5 Odd positioned groups of 3 from 7.12.1.5.6.3.3.4.6.1.1.4: 100 9 1 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.2.1.4.1.2.6 Even positioned groups of 3 from 7.12.1.5.6.3.3.4.6.1.1.4: 40 200 60 200 100 5 Total: 605 = 5 x 11 x 11. 7.12.1.9.4.2.1.4.2 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.6.1.4.1: 600 20 9 70 5 Total: 704 = 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.9.4.2.1.4.2.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.6.1.4.1: 40 60 60 5 Total: 165 = 3 x 5 x 11. 7.12.1.9.4.2.1.4.2.1.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.4.6.2.1.2: 5 100 100 1 40 7 Total: 253 = 11 x 23. 7.12.1.9.4.2.1.4.2.1.1.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.4.6.2.1.2: 3 5 1 40 4 90 Total: 143 = 11 x 13. 7.12.1.9.4.2.1.4.2.1.1.2 Odd positioned groups of 3 from 7.12.1.5.6.3.3.4.6.2.2.2: 70 90 60 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.4.2.1.4.2.1.1.2.1 Even positioned groups of 3 from 7.12.1.5.6.3.3.4.6.2.2.2: 1 40 40 1 5 1 Total: 88 = 2 x 2 x 2 x 11. 7.12.1.9.4.2.1.4.2.1.1.2.2 Last half of 5 from 7.12.1.5.6.3.3.4.6.4.2.1: 1 70 90 3 1 Total: 165 = 3 x 5 x 11. 7.12.1.9.4.2.1.4.2.1.1.2.2.1 First half of 5 from 7.12.1.5.6.3.3.4.6.4.2.1: 600 5 30 9 5 Total: 649 = 11 x 59. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7. 7.12.1.9.4.2.1.4.2.1.1.2.2.2 Odd positioned groups of 3 from 7.12.1.5.6.3.3.5.1.4.1.1: 100 5 5 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.2.1.4.2.1.2 Even positioned groups of 3 from 7.12.1.5.6.3.3.5.1.4.1.1: 1 40 5 90 60 200 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.2.1.4.2.2 Odd positioned groups of 1 from 7.12.1.5.6.3.3.5.2.2.2.1: 5 100 5 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.2.1.4.2.2.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.5.2.2.2.1: 1 60 5 Total: 66 = 2 x 3 x 11. 7.12.1.9.4.2.1.4.2.2.2 Odd positioned groups of 1 from 7.12.1.5.6.3.4.6.1.1.2.1: 600 7 20 Total: 627 = 3 x 11 x 19. 7.12.1.9.4.2.1.4.2.2.2.1 Even positioned groups of 1 from 7.12.1.5.6.3.4.6.1.1.2.1: 100 60 60 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.4.2.1.4.2.2.2.1.1 Odd positioned groups of 1 from 7.12.1.5.6.4.2.2.2.4.1.2: 100 100 20 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.4.2.1.4.2.2.2.1.2 Even positioned groups of 1 from 7.12.1.5.6.4.2.2.2.4.1.2: 40 7 30 Total: 77 = 7 x 11. 7.12.1.9.4.2.1.4.2.2.2.2 Odd positioned groups of 3 from 7.12.1.5.6.4.4.1.3.2.1.2: 200 8 1 Total: 209 = 11 x 19. 7.12.1.9.4.2.1.4.2.2.3 Even positioned groups of 3 from 7.12.1.5.6.4.4.1.3.2.1.2: 8 7 60 3 60 60 Total: 198 = 2 x 3 x 3 x 11. 7.12.1.9.4.2.1.4.2.2.4 Odd positioned groups of 1 from 7.12.1.5.6.4.4.1.3.5.1.1: 60 3 90 3 9 Total: 165 = 3 x 5 x 11. 7.12.1.9.4.2.2 Even positioned groups of 1 from 7.12.1.5.6.4.4.1.3.5.1.1: 600 2 60 9 Total: 671 = 11 x 61. 7.12.1.9.4.2.2.1 Odd positioned groups of 3 from 7.12.1.5.6.4.4.1.3.5.1.1: 2 90 60 Total: 152 = 2 x 2 x 2 x 19. 7.12.1.9.4.2.2.2 Even positioned groups of 3 from 7.12.1.5.6.4.4.1.3.5.1.1: 60 600 3 3 9 9 Total: 684 = 2 x 2 x 3 x 3 x 19. 7.12.1.9.4.3 Odd positioned groups of 1 from 7.12.1.5.6.4.4.1.3.5.3.1: 60 5 8 3 1 Total: 77 = 7 x 11. 7.12.1.9.4.3.1 Even positioned groups of 1 from 7.12.1.5.6.4.4.1.3.5.3.1: 5 2 100 80 Total: 187 = 11 x 17. SF: 28 = 2 x 2 x 7. 7.12.1.9.4.3.2 Odd positioned groups of 3 from 7.12.1.5.6.4.4.1.3.5.3.1: 2 8 100 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.3.2.1 Even positioned groups of 3 from 7.12.1.5.6.4.4.1.3.5.3.1: 60 5 5 3 80 1 Total: 154 = 2 x 7 x 11. 7.12.1.9.4.3.2.2 Last half of 8 from 7.12.1.6.1.1.2.1.1.1.2.1: 40 90 5 1 90 70 60 40 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.3.3 First half of 8 from 7.12.1.6.1.1.2.1.1.1.2.1: 1 90 60 60 600 1 5 30 Total: 847 = 7 x 11 x 11. 7.12.1.9.4.3.3.1 Odd positioned groups of 1 from 7.12.1.6.1.1.2.2.1.2.1.2: 9 200 80 30 Total: 319 = 11 x 29. 7.12.1.9.4.3.3.2 Even positioned groups of 1 from 7.12.1.6.1.1.2.2.1.2.1.2: 80 5 9 60 Total: 154 = 2 x 7 x 11. 7.12.1.9.4.3.3.2.1 Odd positioned groups of 2 from 7.12.1.6.1.1.2.5.1.1.6.2: 100 9 5 10 5 4 Total: 133 = 7 x 19. SF: 26 = 2 x 13. 7.12.1.9.4.3.3.2.2 Even positioned groups of 2 from 7.12.1.6.1.1.2.5.1.1.6.2: 300 60 60 100 30 20 Total: 570 = 2 x 3 x 5 x 19. 7.12.1.9.4.3.3.2.2.1 Odd positioned groups of 3 from 7.12.1.6.1.1.2.5.1.1.6.4: 60 100 5 Total: 165 = 3 x 5 x 11. 7.12.1.9.4.3.3.2.2.2 Even positioned groups of 3 from 7.12.1.6.1.1.2.5.1.1.6.4: 100 90 9 4 30 20 Total: 253 = 11 x 23. 7.12.1.9.4.3.3.2.2.3 Odd positioned groups of 2 from 7.12.1.6.1.1.2.5.2.3.1.1: 60 70 9 7 40 1 Total: 187 = 11 x 17. SF: 28 = 2 x 2 x 7. 7.12.1.9.4.3.3.2.2.4 Even positioned groups of 2 from 7.12.1.6.1.1.2.5.2.3.1.1: 5 1 80 60 300 5 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.9.4.3.4 Odd positioned groups of 1 from 7.12.1.6.1.1.2.5.2.4.1.3: 9 20 9 600 Total: 638 = 2 x 11 x 29. SF: 42 = 2 x 3 x 7. 7.12.1.9.4.4 Even positioned groups of 1 from 7.12.1.6.1.1.2.5.2.4.1.3: 400 60 600 40 Total: 1100 = 2 x 2 x 5 x 5 x 11. 7.12.1.9.4.4.1 Odd positioned groups of 1 from 7.12.1.6.1.2.1.2.1.3.1.2: 1 10 60 60 1 Total: 132 = 2 x 2 x 3 x 11. 7.12.1.9.4.4.1.1 Even positioned groups of 1 from 7.12.1.6.1.2.1.2.1.3.1.2: 200 4 40 40 90 Total: 374 = 2 x 11 x 17. 7.12.1.9.4.4.1.1.1 Last half of 5 from 7.12.1.6.1.2.1.2.1.3.1.2: 40 60 40 1 90 Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.4.1.1.2 First half of 5 from 7.12.1.6.1.2.1.2.1.3.1.2: 1 200 10 4 60 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.4.1.1.2.1 Odd positioned groups of 4 from 7.12.1.6.1.2.1.2.3.2.1.1: 9 90 90 200 60 10 40 7 Total: 506 = 2 x 11 x 23. 7.12.1.9.4.4.1.1.2.1.1 Even positioned groups of 4 from 7.12.1.6.1.2.1.2.3.2.1.1: 100 9 80 9 Total: 198 = 2 x 3 x 3 x 11. 7.12.1.9.4.4.1.1.2.1.2 Odd positioned groups of 2 from 7.12.1.6.1.2.1.2.3.2.1.2: 70 20 5 100 200 1 Total: 396 = 2 x 2 x 3 x 3 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.4.1.1.2.2 Even positioned groups of 2 from 7.12.1.6.1.2.1.2.3.2.1.2: 40 5 10 5 1 5 Total: 66 = 2 x 3 x 11. 7.12.1.9.4.4.1.1.2.3 Odd positioned groups of 3 from 7.12.1.6.1.2.1.2.3.2.2.2: 100 600 90 5 40 1 Total: 836 = 2 x 2 x 11 x 19. 7.12.1.9.4.4.1.1.2.4 Even positioned groups of 3 from 7.12.1.6.1.2.1.2.3.2.2.2: 10 1 60 70 30 5 Total: 176 = 2 x 2 x 2 x 2 x 11. 7.12.1.9.4.4.1.1.3 Last half of 6 from 7.12.1.6.1.2.1.2.3.2.3.1: 80 400 9 5 40 60 Total: 594 = 2 x 3 x 3 x 3 x 11. 7.12.1.9.4.4.1.1.3.1 First half of 6 from 7.12.1.6.1.2.1.2.3.2.3.1: 9 60 90 20 600 90 Total: 869 = 11 x 79. 7.12.1.9.4.4.1.1.3.1.1 Odd positioned groups of 1 from 7.12.1.6.1.2.1.2.3.2.6.1: 100 9 80 9 Total: 198 = 2 x 3 x 3 x 11. 7.12.1.9.4.4.1.1.3.1.1.1 Even positioned groups of 1 from 7.12.1.6.1.2.1.2.3.2.6.1: 1 1 400 5 Total: 407 = 11 x 37. 7.12.1.9.4.4.1.1.3.1.1.2 Odd positioned groups of 2 from 7.12.1.6.1.2.1.2.4.7.2.1: 1 40 10 1 1 90 Total: 143 = 11 x 13. 7.12.1.9.4.4.1.1.3.1.2 Even positioned groups of 2 from 7.12.1.6.1.2.1.2.4.7.2.1: 100 60 8 7 90 10 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.4.1.1.3.2 Odd positioned groups of 1 from 7.12.1.6.1.2.2.2.2.1.4.1: 70 90 200 9 5 Total: 374 = 2 x 11 x 17. 7.12.1.9.4.4.1.1.4 Even positioned groups of 1 from 7.12.1.6.1.2.2.2.2.1.4.1: 4 80 10 60 Total: 154 = 2 x 7 x 11. 7.12.1.9.4.4.1.2 Odd positioned groups of 2 from 7.12.1.6.1.2.3.2.2.2.1.1: 60 30 40 70 70 60 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.4.1.3 Even positioned groups of 2 from 7.12.1.6.1.2.3.2.2.2.1.1: 40 10 200 80 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.4.1.4 Odd positioned groups of 2 from 7.12.1.6.1.2.3.2.2.2.1.2: 60 200 200 90 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.9.4.4.2 Even positioned groups of 2 from 7.12.1.6.1.2.3.2.2.2.1.2: 9 90 9 90 Total: 198 = 2 x 3 x 3 x 11. 7.12.1.9.4.4.3 Odd positioned groups of 1 from 7.12.1.6.1.2.3.2.2.2.1.3: 60 60 40 9 40 Total: 209 = 11 x 19. 7.12.1.9.4.4.4 Even positioned groups of 1 from 7.12.1.6.1.2.3.2.2.2.1.3: 30 200 10 90 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.4.4.1 Last half of 3 from 7.12.1.6.1.2.3.2.2.2.2.1: 7 9 600 Total: 616 = 2 x 2 x 2 x 7 x 11. 7.12.1.9.4.4.4.1.1 First half of 3 from 7.12.1.6.1.2.3.2.2.2.2.1: 8 60 9 Total: 77 = 7 x 11. 7.12.1.9.4.4.4.1.1.1 Odd positioned groups of 1 from 7.12.1.6.1.2.3.2.4.1.1.1: 60 4 200 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.9.4.4.4.1.1.2 Even positioned groups of 1 from 7.12.1.6.1.2.3.2.4.1.1.1: 60 100 60 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.4.4.4.1.1.3 Odd positioned groups of 2 from 7.12.1.6.1.2.5.1.7.6.2.1: 200 5 1 5 40 2 Total: 253 = 11 x 23. 7.12.1.9.4.4.4.1.1.4 Even positioned groups of 2 from 7.12.1.6.1.2.5.1.7.6.2.1: 10 600 5 4 600 200 Total: 1419 = 3 x 11 x 43. 7.12.1.9.4.4.4.1.1.5 Odd positioned groups of 3 from 7.12.1.6.1.2.5.1.7.6.2.1: 200 5 10 5 4 40 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.9.4.4.4.1.1.5.1 Even positioned groups of 3 from 7.12.1.6.1.2.5.1.7.6.2.1: 600 1 5 2 600 200 Total: 1408 = 2 x 2 x 2 x 2 x 2 x 2 x 2 x 11. 7.12.1.9.4.4.4.1.1.5.1.1 Odd positioned groups of 2 from 7.12.1.6.1.2.5.1.8.4.5.2: 60 40 5 200 5 9 Total: 319 = 11 x 29. 7.12.1.9.4.4.4.1.1.5.1.2 Even positioned groups of 2 from 7.12.1.6.1.2.5.1.8.4.5.2: 4 200 8 5 20 5 Total: 242 = 2 x 11 x 11. 7.12.1.9.4.4.4.1.1.5.2 Odd positioned groups of 2 from 7.12.1.6.1.2.8.1.2.2.1.1: 60 90 60 10 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.4.4.4.1.1.5.2.1 Even positioned groups of 2 from 7.12.1.6.1.2.8.1.2.2.1.1: 60 100 9 40 Total: 209 = 11 x 19. 7.12.1.9.4.4.4.1.1.5.2.1.1 Odd positioned groups of 1 from 7.12.1.6.1.2.8.1.2.2.2.1: 20 1 5 40 Total: 66 = 2 x 3 x 11. 7.12.1.9.4.4.4.1.1.5.2.1.2 Even positioned groups of 1 from 7.12.1.6.1.2.8.1.2.2.2.1: 40 40 600 200 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.9.4.4.4.1.1.5.2.1.3 Odd positioned groups of 1 from 7.12.1.6.1.2.8.1.2.2.2.2: 3 100 5 200 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.9.4.4.4.1.1.5.2.1.4 Even positioned groups of 1 from 7.12.1.6.1.2.8.1.2.2.2.2: 5 9 10 20 Total: 44 = 2 x 2 x 11. 7.12.1.9.4.4.4.1.1.5.2.1.4.1 Odd positioned groups of 1 from 7.12.1.6.1.2.8.1.2.2.2.3: 20 1 5 40 Total: 66 = 2 x 3 x 11. 7.12.1.9.4.4.4.1.1.5.2.1.4.2 Even positioned groups of 1 from 7.12.1.6.1.2.8.1.2.2.2.3: 3 100 5 200 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.9.4.4.4.1.1.5.2.1.4.2.1 Odd positioned groups of 2 from 7.12.1.6.1.2.8.1.2.2.2.3: 20 3 5 5 Total: 33 = 3 x 11. SF: 14 = 2 x 7. 7.12.1.9.4.4.4.1.1.5.2.1.4.2.2 Even positioned groups of 2 from 7.12.1.6.1.2.8.1.2.2.2.3: 1 100 40 200 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.9.4.4.4.1.1.5.2.2 Odd positioned groups of 1 from 7.12.1.6.1.2.8.1.2.2.2.4: 40 40 600 200 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.9.4.4.4.1.1.5.2.2.1 Even positioned groups of 1 from 7.12.1.6.1.2.8.1.2.2.2.4: 5 9 10 20 Total: 44 = 2 x 2 x 11. 7.12.1.9.4.4.4.1.1.5.2.2.2 Last half of 3 from 7.12.1.8.1.2.3.2.4.2.2.1: 400 90 5 Total: 495 = 3 x 3 x 5 x 11. 7.12.1.9.4.4.4.1.1.5.2.3 First half of 3 from 7.12.1.8.1.2.3.2.4.2.2.1: 60 100 5 Total: 165 = 3 x 5 x 11. 7.12.1.9.4.4.4.1.1.5.2.3.1 Odd positioned groups of 2 from 7.12.1.8.1.3.2.3.2.1.1.2: 90 9 80 8 Total: 187 = 11 x 17. SF: 28 = 2 x 2 x 7. 7.12.1.9.4.4.4.1.1.5.2.3.2 Even positioned groups of 2 from 7.12.1.8.1.3.2.3.2.1.1.2: 60 600 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.4.4.4.1.1.5.2.4 Odd positioned groups of 1 from 7.12.1.8.1.3.2.4.3.2.1.1: 40 40 30 30 3 Total: 143 = 11 x 13. 7.12.1.9.4.4.4.1.1.6 Even positioned groups of 1 from 7.12.1.8.1.3.2.4.3.2.1.1: 60 40 5 5 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.4.4.1.1.6.1 Odd positioned groups of 3 from 7.12.1.8.1.3.2.4.3.2.2.4: 1 7 80 Total: 88 = 2 x 2 x 2 x 11. 7.12.1.9.4.4.4.1.1.6.2 Even positioned groups of 3 from 7.12.1.8.1.3.2.4.3.2.2.4: 100 40 80 30 90 100 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.9.4.4.4.1.2 Odd positioned groups of 2 from 7.12.1.8.1.3.2.4.4.1.1.1: 80 20 5 60 Total: 165 = 3 x 5 x 11. 7.12.1.9.4.4.4.2 Even positioned groups of 2 from 7.12.1.8.1.3.2.4.4.1.1.1: 600 60 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.4.4.4.2.1 Last half of 6 from 7.12.1.8.1.3.2.4.4.1.2.1: 5 60 1 60 100 5 Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.4.4.2.1.1 First half of 6 from 7.12.1.8.1.3.2.4.4.1.2.1: 10 9 9 3 1 1 Total: 33 = 3 x 11. SF: 14 = 2 x 7. 7.12.1.9.4.4.4.2.1.1.1 Odd positioned groups of 2 from 7.12.1.8.1.3.2.4.4.1.2.2: 5 200 100 200 7 60 Total: 572 = 2 x 2 x 11 x 13. SF: 28 = 2 x 2 x 7. 7.12.1.9.4.4.4.2.1.1.2 Even positioned groups of 2 from 7.12.1.8.1.3.2.4.4.1.2.2: 90 9 90 100 10 9 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.9.4.4.4.2.1.1.3 Odd positioned groups of 2 from 7.12.1.8.1.3.2.5.1.1.4.1: 200 90 60 200 Total: 550 = 2 x 5 x 5 x 11. 7.12.1.9.4.4.4.2.1.1.4 Even positioned groups of 2 from 7.12.1.8.1.3.2.5.1.1.4.1: 9 90 Total: 99 = 3 x 3 x 11. 7.12.1.9.4.4.4.2.1.2 Odd positioned groups of 2 from 7.12.1.8.1.3.2.5.1.2.2.4: 10 200 200 60 90 1 Total: 561 = 3 x 11 x 17. 7.12.1.9.4.4.4.2.2 Even positioned groups of 2 from 7.12.1.8.1.3.2.5.1.2.2.4: 10 90 9 60 70 80 Total: 319 = 11 x 29. 7.12.1.9.4.4.4.3 Odd positioned groups of 3 from 7.12.1.8.1.3.6.1.1.1.2.1: 5 5 60 5 9 70 Total: 154 = 2 x 7 x 11. 7.12.1.9.4.4.4.4 Even positioned groups of 3 from 7.12.1.8.1.3.6.1.1.1.2.1: 200 100 20 7 5 9 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.9.4.4.5 Odd positioned groups of 1 from 7.12.1.8.1.3.6.1.1.1.2.2: 10 9 40 4 60 20 Total: 143 = 11 x 13. 7.12.1.9.4.4.5.1 Even positioned groups of 1 from 7.12.1.8.1.3.6.1.1.1.2.2: 3 40 5 1 90 70 Total: 209 = 11 x 19. 7.12.1.9.4.4.5.2 Odd positioned groups of 2 from 7.12.1.8.6.2.4.1.2.1.1.1: 20 40 60 100 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.4.4.5.2.1 Even positioned groups of 2 from 7.12.1.8.6.2.4.1.2.1.1.1: 40 4 Total: 44 = 2 x 2 x 11. 7.12.1.9.4.4.5.2.1.1 Odd positioned groups of 2 from 7.12.1.8.6.2.4.1.2.1.1.3: 20 600 200 60 Total: 880 = 2 x 2 x 2 x 2 x 5 x 11. 7.12.1.9.4.4.5.2.1.1.1 Even positioned groups of 2 from 7.12.1.8.6.2.4.1.2.1.1.3: 40 4 Total: 44 = 2 x 2 x 11. 7.12.1.9.4.4.5.2.1.1.1.1 Last half of 3 from 7.12.1.8.6.2.4.1.2.1.1.3: 4 200 60 Total: 264 = 2 x 2 x 2 x 3 x 11. 7.12.1.9.4.4.5.2.1.1.1.2 First half of 3 from 7.12.1.8.6.2.4.1.2.1.1.3: 20 600 40 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.4.4.5.2.1.1.2 Odd positioned groups of 2 from 7.12.1.8.6.2.4.1.2.1.2.1: 60 200 100 80 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.9.4.4.5.2.1.1.3 Even positioned groups of 2 from 7.12.1.8.6.2.4.1.2.1.2.1: 90 1 60 300 Total: 451 = 11 x 41. SF: 52 = 2 x 2 x 13. 7.12.1.9.4.4.5.2.1.1.4 Last half of 3 from 7.12.1.9.1.1.6.4.2.1.1.2: 10 9 80 Total: 99 = 3 x 3 x 11. 7.12.1.9.4.4.5.2.1.2 First half of 3 from 7.12.1.9.1.1.6.4.2.1.1.2: 100 40 3 Total: 143 = 11 x 13. 7.12.1.9.4.4.5.2.1.2.1 Odd positioned groups of 1 from 7.12.1.9.3.2.4.1.3.1.1.1: 80 1 40 Total: 121 = 11 x 11. 7.12.1.9.4.4.5.2.1.2.1.1 Even positioned groups of 1 from 7.12.1.9.3.2.4.1.3.1.1.1: 9 200 Total: 209 = 11 x 19. 7.12.1.9.4.4.5.2.1.2.1.1.1 Odd positioned groups of 1 from 7.12.1.9.3.3.1.1.3.2.2.2: 90 1 30 Total: 121 = 11 x 11. 7.12.1.9.4.4.5.2.1.2.1.1.2 Even positioned groups of 1 from 7.12.1.9.3.3.1.1.3.2.2.2: 1 9 1 Total: 11 = 11. 7.12.1.9.4.4.5.2.1.2.1.1.2.1 Odd positioned groups of 3 from 7.12.1.9.3.3.2.4.1.2.4.2: 600 40 5 5 100 9 Total: 759 = 3 x 11 x 23. 7.12.1.9.4.4.5.2.1.2.1.1.2.2 Even positioned groups of 3 from 7.12.1.9.3.3.2.4.1.2.4.2: 1 200 100 70 60 9 Total: 440 = 2 x 2 x 2 x 5 x 11. 7.12.1.9.4.4.5.2.1.2.1.2 Last half of 6 from 7.12.1.9.3.3.2.4.1.2.4.2: 5 100 9 70 60 9 Total: 253 = 11 x 23. 7.12.1.9.4.4.5.2.1.2.2 First half of 6 from 7.12.1.9.3.3.2.4.1.2.4.2: 600 40 5 1 200 100 Total: 946 = 2 x 11 x 43. SF: 56 = 2 x 2 x 2 x 7. SF: 13. 7.12.1.9.4.4.5.2.1.3 Odd positioned groups of 1 from 7.12.1.9.3.3.2.4.2.3.2.1: 60 10 1 600 Total: 671 = 11 x 61. 7.12.1.9.4.4.5.2.1.3.1 Even positioned groups of 1 from 7.12.1.9.3.3.2.4.2.3.2.1: 200 1 40 100 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.9.4.4.5.2.1.3.2 Odd positioned groups of 2 from 7.12.1.9.3.3.2.4.2.3.2.2: 40 1 5 20 Total: 66 = 2 x 3 x 11. 7.12.1.9.4.4.5.2.1.3.2.1 Even positioned groups of 2 from 7.12.1.9.3.3.2.4.2.3.2.2: 200 100 5 3 Total: 308 = 2 x 2 x 7 x 11. 7.12.1.9.4.4.5.2.1.3.2.1.1 Last half of 4 from 7.12.1.9.3.3.2.4.2.3.2.2: 40 1 200 100 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.9.4.4.5.2.1.3.2.1.2 First half of 4 from 7.12.1.9.3.3.2.4.2.3.2.2: 5 20 5 3 Total: 33 = 3 x 11. SF: 14 = 2 x 7. 7.12.1.9.4.4.5.2.1.3.2.1.2.1 Odd positioned groups of 1 from 7.12.1.9.3.3.2.4.2.6.1.2: 100 80 40 10 1 Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.4.5.2.1.3.2.1.2.2 Even positioned groups of 1 from 7.12.1.9.3.3.2.4.2.6.1.2: 1 200 1 40 Total: 242 = 2 x 11 x 11. 7.12.1.9.4.4.5.2.1.3.2.2 Odd positioned groups of 2 from 7.12.1.9.3.3.2.4.3.1.2.1: 80 9 9 100 Total: 198 = 2 x 3 x 3 x 11. 7.12.1.9.4.4.5.2.1.3.3 Even positioned groups of 2 from 7.12.1.9.3.3.2.4.3.1.2.1: 70 40 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.4.5.2.1.3.3.1 Odd positioned groups of 1 from 7.12.1.9.4.2.1.4.2.1.1.2: 100 40 200 1 Total: 341 = 11 x 31. SF: 42 = 2 x 3 x 7. 7.12.1.9.4.4.5.2.1.3.3.2 Even positioned groups of 1 from 7.12.1.9.4.2.1.4.2.1.1.2: 600 60 70 40 Total: 770 = 2 x 5 x 7 x 11. 7.12.1.9.4.4.5.2.1.3.4 Odd positioned groups of 1 from 7.12.1.9.4.2.1.4.2.2.2.1: 30 40 40 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.4.5.2.1.4 Even positioned groups of 1 from 7.12.1.9.4.2.1.4.2.2.2.1: 70 60 200 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.4.5.2.1.4.1 Odd positioned groups of 2 from 7.12.1.9.4.4.4.1.1.5.2.1: 200 100 10 10 1 90 8 10 Total: 429 = 3 x 11 x 13. 7.12.1.9.4.4.5.2.1.4.2 Even positioned groups of 2 from 7.12.1.9.4.4.4.1.1.5.2.1: 70 1 70 100 1 9 1 1 Total: 253 = 11 x 23. 7.12.1.9.4.4.5.2.2 Last half of 8 from 7.12.1.9.4.4.4.1.1.5.2.1: 200 100 70 1 10 10 70 100 Total: 561 = 3 x 11 x 17. 7.12.1.9.4.4.5.2.2.1 First half of 8 from 7.12.1.9.4.4.4.1.1.5.2.1: 1 90 1 9 8 10 1 1 Total: 121 = 11 x 11. 7.12.1.9.4.4.5.2.2.1.1 Last half of 4 from 7.12.1.9.4.4.4.1.1.5.2.2: 1 60 40 20 Total: 121 = 11 x 11. 7.12.1.9.4.4.5.2.2.1.1.1 First half of 4 from 7.12.1.9.4.4.4.1.1.5.2.2: 100 60 9 40 Total: 209 = 11 x 19. 7.12.1.9.4.4.5.2.2.1.1.2 Odd positioned groups of 3 from 7.12.1.9.4.4.4.1.1.5.2.3: 100 60 9 1 9 8 Total: 187 = 11 x 17. SF: 28 = 2 x 2 x 7. 7.12.1.9.4.4.5.2.2.1.2 Even positioned groups of 3 from 7.12.1.9.4.4.4.1.1.5.2.3: 40 1 90 10 1 1 Total: 143 = 11 x 13. 7.12.1.9.4.4.5.2.2.2 Odd positioned groups of 1 from 7.12.1.9.4.4.5.2.1.2.1.1: 100 60 90 3 Total: 253 = 11 x 23. 7.12.1.9.4.4.5.2.2.2.1 Even positioned groups of 1 from 7.12.1.9.4.4.5.2.1.2.1.1: 90 10 9 100 Total: 209 = 11 x 19. 7.12.1.9.4.4.5.2.2.2.2 Odd positioned groups of 1 from 7.12.1.9.4.4.5.2.1.3.2.1: 100 60 90 3 Total: 253 = 11 x 23. 7.12.1.9.4.4.5.2.2.2.3 Even positioned groups of 1 from 7.12.1.9.4.4.5.2.1.3.2.1: 90 10 9 100 Total: 209 = 11 x 19. 7.12.1.9.4.4.5.2.2.2.3.1 Last half of 3 from 7.12.1.9.4.4.6.2.1.2.2.1: 30 2 1 Total: 33 = 3 x 11. SF: 14 = 2 x 7. 7.12.1.9.4.4.5.2.2.2.3.2 First half of 3 from 7.12.1.9.4.4.6.2.1.2.2.1: 100 9 1 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.4.5.2.2.2.4 Last half of 3 from 7.12.1.9.5.1.6.4.2.1.1.2: 10 9 80 Total: 99 = 3 x 3 x 11. 7.12.1.9.4.4.5.2.2.3 First half of 3 from 7.12.1.9.5.1.6.4.2.1.1.2: 100 40 3 Total: 143 = 11 x 13. 7.12.1.9.4.4.5.2.2.3.1 Odd positioned groups of 2 from 7.12.1.10.1.1.3.1.2.2.1.2: 100 5 40 20 Total: 165 = 3 x 5 x 11. 7.12.1.9.4.4.5.2.2.3.2 Even positioned groups of 2 from 7.12.1.10.1.1.3.1.2.2.1.2: 100 200 10 9 Total: 319 = 11 x 29. 7.12.1.9.4.4.5.2.2.3.3 Odd positioned groups of 1 from 7.12.1.4.2.2.2.1.3.3.2.2.1: 40 20 600 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.4.4.5.2.2.3.4 Even positioned groups of 1 from 7.12.1.4.2.2.2.1.3.3.2.2.1: 100 9 100 Total: 209 = 11 x 19. 7.12.1.9.4.4.5.2.2.4 Odd positioned groups of 2 from 7.12.1.4.2.2.2.1.3.6.1.1.2: 70 30 100 9 Total: 209 = 11 x 19. 7.12.1.9.4.4.5.3 Even positioned groups of 2 from 7.12.1.4.2.2.2.1.3.6.1.1.2: 90 20 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.4.5.3.1 Odd positioned groups of 1 from 7.12.1.4.2.2.13.2.3.3.2.2.1: 40 20 600 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.4.4.5.3.2 Even positioned groups of 1 from 7.12.1.4.2.2.13.2.3.3.2.2.1: 100 9 100 Total: 209 = 11 x 19. 7.12.1.9.4.4.5.3.2.1 Odd positioned groups of 2 from 7.12.1.4.2.2.13.2.3.6.1.1.2: 70 30 100 9 Total: 209 = 11 x 19. 7.12.1.9.4.4.5.3.2.1.1 Even positioned groups of 2 from 7.12.1.4.2.2.13.2.3.6.1.1.2: 90 20 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.4.5.3.2.1.2 Last half of 2 from 7.12.1.4.2.5.3.2.5.2.2.1.2: 9 90 Total: 99 = 3 x 3 x 11. 7.12.1.9.4.4.5.3.2.2 First half of 2 from 7.12.1.4.2.5.3.2.5.2.2.1.2: 70 40 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.4.5.3.2.2.1 Last half of 2 from 7.12.1.4.2.5.3.3.2.2.2.1.2: 9 90 Total: 99 = 3 x 3 x 11. 7.12.1.9.4.4.5.3.2.2.2 First half of 2 from 7.12.1.4.2.5.3.3.2.2.2.1.2: 70 40 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.4.5.4 Odd positioned groups of 2 from 7.12.1.4.2.5.3.3.4.1.4.2.1: 600 90 200 100 Total: 990 = 2 x 3 x 3 x 5 x 11. 7.12.1.9.4.4.6 Even positioned groups of 2 from 7.12.1.4.2.5.3.3.4.1.4.2.1: 90 9 Total: 99 = 3 x 3 x 11. 7.12.1.9.4.4.6.1 Odd positioned groups of 2 from 7.12.1.4.2.5.3.3.5.1.4.2.1: 600 90 200 100 Total: 990 = 2 x 3 x 3 x 5 x 11. 7.12.1.9.4.4.6.2 Even positioned groups of 2 from 7.12.1.4.2.5.3.3.5.1.4.2.1: 90 9 Total: 99 = 3 x 3 x 11. 7.12.1.9.4.4.6.2.1 Odd positioned groups of 1 from 7.12.1.4.2.10.4.1.1.1.1.1.2: 10 1 Total: 11 = 11. 7.12.1.9.4.4.6.2.1.1 Even positioned groups of 1 from 7.12.1.4.2.10.4.1.1.1.1.1.2: 200 9 Total: 209 = 11 x 19. 7.12.1.9.4.4.6.2.1.2 Odd positioned groups of 1 from 7.12.1.4.2.10.4.1.1.1.1.2.1: 600 60 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.4.4.6.2.1.2.1 Even positioned groups of 1 from 7.12.1.4.2.10.4.1.1.1.1.2.1: 4 40 Total: 44 = 2 x 2 x 11. 7.12.1.9.4.4.6.2.1.2.1.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.3.2.1.2.2.2: 5 60 1 Total: 66 = 2 x 3 x 11. 7.12.1.9.4.4.6.2.1.2.1.2 Even positioned groups of 1 from 7.12.1.5.6.3.3.3.2.1.2.2.2: 9 200 Total: 209 = 11 x 19. 7.12.1.9.4.4.6.2.1.2.2 Odd positioned groups of 1 from 7.12.1.5.6.3.3.3.3.2.2.2.2: 5 60 1 Total: 66 = 2 x 3 x 11. 7.12.1.9.4.4.6.2.1.2.2.1 Even positioned groups of 1 from 7.12.1.5.6.3.3.3.3.2.2.2.2: 9 200 Total: 209 = 11 x 19. 7.12.1.9.4.4.6.2.1.2.2.1.1 Odd positioned groups of 1 from 7.12.1.5.6.3.3.5.1.4.1.1.2: 1 5 60 Total: 66 = 2 x 3 x 11. 7.12.1.9.4.4.6.2.1.2.2.1.2 Even positioned groups of 1 from 7.12.1.5.6.3.3.5.1.4.1.1.2: 40 90 200 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.4.4.6.2.1.2.2.2 Odd positioned groups of 1 from 7.12.1.5.6.4.4.1.3.5.1.1.2: 600 60 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.4.4.6.2.2 Even positioned groups of 1 from 7.12.1.5.6.4.4.1.3.5.1.1.2: 2 9 Total: 11 = 11. 7.12.1.9.4.4.6.2.2.1 Last half of 2 from 7.12.1.6.1.1.2.2.1.2.1.2.1: 9 200 Total: 209 = 11 x 19. 7.12.1.9.4.4.6.2.2.2 First half of 2 from 7.12.1.6.1.1.2.2.1.2.1.2.1: 80 30 Total: 110 = 2 x 5 x 11. 7.12.1.9.4.4.6.2.3 Last half of 3 from 7.12.1.6.1.1.2.5.1.1.6.2.1: 10 5 4 Total: 19 = 19. 7.12.1.9.4.4.6.2.4 First half of 3 from 7.12.1.6.1.1.2.5.1.1.6.2.1: 100 9 5 Total: 114 = 2 x 3 x 19. 7.12.1.9.5 Odd positioned groups of 1 from 7.12.1.6.1.1.2.5.2.3.1.1.2: 5 80 300 Total: 385 = 5 x 7 x 11. 7.12.1.9.5.1 Even positioned groups of 1 from 7.12.1.6.1.1.2.5.2.3.1.1.2: 1 60 5 Total: 66 = 2 x 3 x 11. 7.12.1.9.5.1.1 Odd positioned groups of 1 from 7.12.1.6.1.2.1.2.1.3.1.2.2: 200 40 90 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.5.1.2 Even positioned groups of 1 from 7.12.1.6.1.2.1.2.1.3.1.2.2: 4 40 Total: 44 = 2 x 2 x 11. 7.12.1.9.5.1.3 Odd positioned groups of 1 from 7.12.1.6.1.2.1.2.3.2.1.2.1: 70 5 200 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.5.1.3.1 Even positioned groups of 1 from 7.12.1.6.1.2.1.2.3.2.1.2.1: 20 100 1 Total: 121 = 11 x 11. 7.12.1.9.5.1.3.2 Last half of 3 from 7.12.1.6.1.2.1.2.3.2.1.2.2: 5 1 5 Total: 11 = 11. 7.12.1.9.5.1.4 First half of 3 from 7.12.1.6.1.2.1.2.3.2.1.2.2: 40 5 10 Total: 55 = 5 x 11. 7.12.1.9.5.1.4.1 Odd positioned groups of 2 from 7.12.1.6.1.2.1.2.3.2.2.2.1: 100 600 40 1 Total: 741 = 3 x 13 x 19. SF: 35 = 5 x 7. 7.12.1.9.5.1.4.1.1 Even positioned groups of 2 from 7.12.1.6.1.2.1.2.3.2.2.2.1: 90 5 Total: 95 = 5 x 19. 7.12.1.9.5.1.4.1.1.1 Odd positioned groups of 2 from 7.12.1.6.1.2.1.2.3.2.3.1.2: 9 60 600 90 Total: 759 = 3 x 11 x 23. 7.12.1.9.5.1.4.1.1.2 Even positioned groups of 2 from 7.12.1.6.1.2.1.2.3.2.3.1.2: 90 20 Total: 110 = 2 x 5 x 11. 7.12.1.9.5.1.4.1.2 Odd positioned groups of 2 from 7.12.1.6.1.2.1.2.4.7.2.1.1: 1 40 1 90 Total: 132 = 2 x 2 x 3 x 11. 7.12.1.9.5.1.4.2 Even positioned groups of 2 from 7.12.1.6.1.2.1.2.4.7.2.1.1: 10 1 Total: 11 = 11. 7.12.1.9.5.1.4.2.1 Odd positioned groups of 1 from 7.12.1.6.1.2.1.2.4.7.2.1.2: 100 8 90 Total: 198 = 2 x 3 x 3 x 11. 7.12.1.9.5.1.4.2.2 Even positioned groups of 1 from 7.12.1.6.1.2.1.2.4.7.2.1.2: 60 7 10 Total: 77 = 7 x 11. 7.12.1.9.5.1.5 Odd positioned groups of 1 from 7.12.1.6.1.2.2.2.2.1.4.1.1: 70 200 5 Total: 275 = 5 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.5.1.6 Even positioned groups of 1 from 7.12.1.6.1.2.2.2.2.1.4.1.1: 90 9 Total: 99 = 3 x 3 x 11. 7.12.1.9.5.1.6.1 Odd positioned groups of 2 from 7.12.1.6.1.2.3.2.2.2.1.1.1: 60 30 70 60 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.5.1.6.2 Even positioned groups of 2 from 7.12.1.6.1.2.3.2.2.2.1.1.1: 40 70 Total: 110 = 2 x 5 x 11. 7.12.1.9.5.1.6.3 Last half of 2 from 7.12.1.6.1.2.3.2.2.2.1.2.2: 9 90 Total: 99 = 3 x 3 x 11. 7.12.1.9.5.1.6.4 First half of 2 from 7.12.1.6.1.2.3.2.2.2.1.2.2: 9 90 Total: 99 = 3 x 3 x 11. 7.12.1.9.5.1.6.4.1 Last half of 2 from 7.12.1.8.1.3.2.3.2.1.1.2.1: 90 9 Total: 99 = 3 x 3 x 11. 7.12.1.9.5.1.6.4.2 First half of 2 from 7.12.1.8.1.3.2.3.2.1.1.2.1: 80 8 Total: 88 = 2 x 2 x 2 x 11. 7.12.1.9.5.1.6.4.2.1 Odd positioned groups of 2 from 7.12.1.8.1.3.2.4.3.2.2.4.2: 100 40 90 100 Total: 330 = 2 x 3 x 5 x 11. SF: 21 = 3 x 7. 7.12.1.9.5.1.6.4.2.1.1 Even positioned groups of 2 from 7.12.1.8.1.3.2.4.3.2.2.4.2: 80 30 Total: 110 = 2 x 5 x 11. 7.12.1.9.5.1.6.4.2.1.1.1 Last half of 3 from 7.12.1.8.1.3.2.4.3.2.2.4.2: 30 90 100 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.5.1.6.4.2.1.1.2 First half of 3 from 7.12.1.8.1.3.2.4.3.2.2.4.2: 100 40 80 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.5.1.6.4.2.1.1.2.1 Last half of 3 from 7.12.1.8.1.3.2.4.4.1.2.1.1: 60 100 5 Total: 165 = 3 x 5 x 11. 7.12.1.9.5.1.6.4.2.1.1.2.2 First half of 3 from 7.12.1.8.1.3.2.4.4.1.2.1.1: 5 60 1 Total: 66 = 2 x 3 x 11. 7.12.1.9.5.1.6.4.2.1.2 Odd positioned groups of 1 from 7.12.1.8.1.3.6.1.1.1.2.2.1: 10 40 60 Total: 110 = 2 x 5 x 11. 7.12.1.9.5.1.6.4.2.2 Even positioned groups of 1 from 7.12.1.8.1.3.6.1.1.1.2.2.1: 9 4 20 Total: 33 = 3 x 11. SF: 14 = 2 x 7. 7.12.1.9.5.1.6.4.2.3 Odd positioned groups of 2 from 7.12.1.8.1.3.6.1.1.1.2.2.1: 10 9 60 20 Total: 99 = 3 x 3 x 11. 7.12.1.9.5.1.6.4.2.3.1 Even positioned groups of 2 from 7.12.1.8.1.3.6.1.1.1.2.2.1: 40 4 Total: 44 = 2 x 2 x 11. 7.12.1.9.5.1.6.4.2.3.2 Odd positioned groups of 1 from 7.12.1.8.6.2.4.1.2.1.1.3.1: 20 200 Total: 220 = 2 x 2 x 5 x 11. 7.12.1.9.5.1.6.4.2.3.2.1 Even positioned groups of 1 from 7.12.1.8.6.2.4.1.2.1.1.3.1: 600 60 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.5.1.6.4.2.3.2.2 Last half of 2 from 7.12.1.9.4.2.1.4.2.1.1.2.2: 600 60 Total: 660 = 2 x 2 x 3 x 5 x 11. 7.12.1.9.5.1.6.4.2.4 First half of 2 from 7.12.1.9.4.2.1.4.2.1.1.2.2: 70 40 Total: 110 = 2 x 5 x 11. 7.12.1.9.5.1.7 Odd positioned groups of 1 from 7.12.1.9.4.4.4.1.1.5.2.1.4: 1 1 8 1 Total: 11 = 11. 7.12.1.9.5.1.8 Even positioned groups of 1 from 7.12.1.9.4.4.4.1.1.5.2.1.4: 90 9 10 1 Total: 110 = 2 x 5 x 11. 7.12.1.9.5.2 Odd positioned groups of 1 from 7.12.1.9.4.4.5.2.1.2.1.1.2: 90 9 Total: 99 = 3 x 3 x 11. 7.12.1.9.5.2.1 Even positioned groups of 1 from 7.12.1.9.4.4.5.2.1.2.1.1.2: 10 100 Total: 110 = 2 x 5 x 11. 7.12.1.9.5.2.2 Odd positioned groups of 1 from 7.12.1.9.4.4.5.2.1.3.2.1.2: 90 9 Total: 99 = 3 x 3 x 11. 7.12.1.9.5.2.2.1 Even positioned groups of 1 from 7.12.1.9.4.4.5.2.1.3.2.1.2: 10 100 Total: 110 = 2 x 5 x 11. 7.12.1.9.5.2.2.2 Odd positioned groups of 1 from 7.12.1.10.1.1.3.1.2.2.1.2.2: 100 10 Total: 110 = 2 x 5 x 11. 7.12.1.9.6 Even positioned groups of 1 from 7.12.1.10.1.1.3.1.2.2.1.2.2: 200 9 Total: 209 = 11 x 19. 7.12.1.9.6.1 Last half of 2 from 7.12.1.9.4.4.4.1.1.5.2.1.4.2: 90 9 Total: 99 = 3 x 3 x 11. 7.12.1.9.6.2 First half of 2 from 7.12.1.9.4.4.4.1.1.5.2.1.4.2: 10 1 Total: 11 = 11.