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Difference between revisions of "Proth 2 3k-value"
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==Table== | ==Table== | ||
− | <b>There are {{Num|{{#expr:{{PAGESINCATEGORY:Proth | + | <b>There are {{Num|{{#expr:{{PAGESINCATEGORY:Proth 2 3k-value|pages|R}}-1}}}} sequences in this Wiki</b>: |
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include={Proth prime}:Pk,{Proth prime}:Pk,{Proth prime}:PCount,{Proth prime}:PNash,a | include={Proth prime}:Pk,{Proth prime}:Pk,{Proth prime}:PCount,{Proth prime}:PNash,a | ||
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{{Navbox Proth primes}} | {{Navbox Proth primes}} | ||
− | [[Category:Proth | + | [[Category:Proth 2 3k-value| ]] |
Latest revision as of 09:18, 23 July 2021
Proth numbers k•2n+1 where k-value is a multiple of 3.
The column "Index" contains the index of the k-value: [math]\displaystyle{ Index\ =\ {k\ +\ 3 \over 6} }[/math]
See also
Table
There are 61 sequences in this Wiki:
k | Index | Count | Nash | Max n |
---|---|---|---|---|
3 | 1 | 50 | 2132 | 21484280 |
9 | 2 | 66 | 2297 | 4850000 |
15 | 3 | 63 | 2873 | 9000000 |
21 | 4 | 48 | 2374 | 9000000 |
27 | 5 | 49 | 2142 | 4850000 |
33 | 6 | 41 | 1960 | 9000000 |
39 | 7 | 88 | 3219 | 9000000 |
45 | 8 | 57 | 2581 | 9000000 |
63 | 11 | 69 | 3116 | 4850000 |
129 | 22 | 38 | 2357 | 4850000 |
165 | 28 | 108 | 5158 | 4850000 |
177 | 30 | 75 | 3473 | 4850000 |
207 | 35 | 69 | 3570 | 4850000 |
255 | 43 | 66 | 2629 | 4850000 |
261 | 44 | 95 | 4016 | 4850000 |
297 | 50 | 35 | 1682 | 4850000 |
345 | 58 | 89 | 4308 | 4850000 |
417 | 70 | 75 | 3454 | 4850000 |
435 | 73 | 93 | 4603 | 4850000 |
453 | 76 | 54 | 2586 | 4850000 |
513 | 86 | 62 | 2665 | 4850000 |
555 | 93 | 101 | 4497 | 4850000 |
615 | 103 | 62 | 2908 | 4850000 |
639 | 107 | 85 | 3560 | 4850000 |
699 | 117 | 48 | 1894 | 4850000 |
759 | 127 | 39 | 2127 | 4850000 |
765 | 128 | 87 | 4734 | 4850000 |
789 | 132 | 44 | 2515 | 4850000 |
801 | 134 | 32 | 1434 | 4850000 |
915 | 153 | 53 | 2802 | 4850000 |
933 | 156 | 74 | 3148 | 4850000 |
1023 | 171 | 82 | 3931 | 4850000 |
1065 | 178 | 79 | 4065 | 4850000 |
1149 | 192 | 38 | 2261 | 4850000 |
1461 | 244 | 31 | 1347 | 1640000 |
3207 | 535 | 57 | 2518 | 1640000 |
3777 | 630 | 61 | 3246 | 1640000 |
4119 | 687 | 23 | 1352 | 1640000 |
4665 | 778 | 54 | 2280 | 1640000 |
5307 | 885 | 58 | 3348 | 1640000 |
5505 | 918 | 55 | 3173 | 1640000 |
6219 | 1037 | 39 | 1826 | 1640000 |
9267 | 1545 | 10 | 498 | 200000 |
12321 | 2054 | 46 | 2495 | 300000 |
15735 | 2623 | 35 | 2954 | 50000 |
19683 | 3281 | 32 | 1802 | 4000000 |
32247 | 5375 | 23 | 1736 | 100000 |
48495 | 8083 | 51 | 3088 | 1000000 |
53133 | 8856 | 18 | 1475 | 50000 |
66741 | 11124 | 9 | 811 | 50000 |
67275 | 11213 | 25 | 3481 | 1000 |
95283 | 15881 | 27 | 1489 | 50000 |
1089927 | 181655 | 27 | 1888 | 1000000 |
2441205 | 406868 | 106 | 6132 | 500000 |
84966861 | 14161144 | 30 | 2140 | 150000 |
314159265 | 52359878 | 57 | 466 | 314159 |
577294575 | 96215763 | 144 | 6655 | 50000 |
2003663613 | 333943936 | 39 | 2762 | 195000 |
1527888802614951 | 254648133769159 | 28 | 2929 | 10000 |
32268186233370440249391495 | -3.6641581263172E+17 | 177 | 7953 | 340000 |
945561887392230553579269135 | -1.1482867194984E+18 | 169 | 8431 | 600000 |
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