Size: 1523
Comment:
|
Size: 1648
Comment:
|
Deletions are marked like this. | Additions are marked like this. |
Line 7: | Line 7: |
3n + 1 L, M for . . . . 66 5n − 1 n odd L, M for n = 10k − 5 ≤ 745 . . . . |
* $3^n + 1$ L, M for . . . . 66 * $5^n − 1$ where n is odd L, M for n = 10k − 5 ≤ 745 . . . . |
Line 11: | Line 11: |
5n + 1 .................. 94 6n − 1 n odd n < 330 . . . . . . . . . . . . . . . . . . 102 |
* $5^n + 1$ .................. 94 * $6^n − 1$ where n is odd n < 330 . . . . . . . . . . . . . . . . . . 102 |
Line 14: | Line 14: |
6n + 1 7n − 1 n odd n < 300 . . . . . . . . . . . . . . . . . . 116 |
* $6^n + 1$ * $7^n − 1$ where n is odd n < 300 . . . . . . . . . . . . . . . . . . 116 |
Line 17: | Line 17: |
7n + 1 10n − 1 n odd n < 330 ..... ......... . . . . 129 |
* $7^n + 1$ * $10^n − 1$ where n is odd n < 330 ..... ......... . . . . 129 |
Line 20: | Line 20: |
10n + 1 L, M for . . . . 133 11n − 1 n odd n < 240 ..... ......... . . . . 142 |
* $10^n + 1$ L, M for . . . . 133 * $11^n − 1$ where n is odd n < 240 ..... ......... . . . . 142 |
Line 23: | Line 23: |
11n + 1 L, M for . . . . 145 12n − 1 n odd n < 240 ..... ......... . . . . 152 |
* $11^n + 1$ L, M for . . . . 145 * $12^n − 1$ where n is odd n < 240 ..... ......... . . . . 152 |
Line 26: | Line 26: |
12n + 1 L, M for . . . . 155 | * $12^n + 1$ L, M for . . . . 155 |
2n−1 where n is odd2n+1 where n is odd2n+1 where n = 4k − 22n+1 where n = 4k3n−1 where n is odd n < 540 ..... ......... . . . . 60- n ≤ 540 n = 6k − 3 ≤ 1077
3n+1 L, M for . . . . 665n−1 where n is odd L, M for n = 10k − 5 ≤ 745 . . . .n < 375 86 n ≤ 375
5n+1 .................. 946n−1 where n is odd n < 330 . . . . . . . . . . . . . . . . . . 102- n ≤ 330 L, M for n = 12k − 6 ≤ 654 . . . . 106
6n+1 7n−1 where n is odd n < 300 . . . . . . . . . . . . . . . . . . 116- n ≤ 300 L, M for n = 14k − 7 ≤ 595 . . . . 120
7n+1 10n−1 where n is odd n < 330 ..... ......... . . . . 129- n ≤ 330 n = 20k − 10 ≤ 650
10n+1 L, M for . . . . 13311n−1 where n is odd n < 240 ..... ......... . . . . 142- n ≤ 240 n = 22k − 11 ≤ 473
11n+1 L, M for . . . . 14512n−1 where n is odd n < 240 ..... ......... . . . . 152- n ≤ 240 n = 6k − 3 ≤ 477 .
12n+1 L, M for . . . . 155